Child pages
  • Math

Versions Compared

Key

  • This line was added.
  • This line was removed.
  • Formatting was changed.
Wiki Markup
{hidden}
DO NOT EDIT THE CONTENT OF THIS PAGE DIRECTLY, UNLESS YOU KNOW WHAT YOU'RE DOING.
		THE STRUCTURE OF THE CONTENT IS VITAL IN BEING ABLE TO EXTRACT CHANGES FROM THE PAGE AND MERGE THEM BACK INTO SERVOY SOURCE{hidden}
{sub-section:description|text=}{sub-section}\\ 

{table:class=servoy sSummery}{colgroup}{column:width=80px}{column}{column}{column}{colgroup}{tr:style=height: 30px;}{th:colspan=2}Property Summary{th}{tr}{tbody}{tr}{td}[Number]{td}{td}[#E]
Euler's constant and the base of natural logarithms.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#LN10]
Natural logarithm of 10.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#LN2]
Natural logarithm of 2.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#LOG10E]
Base 10 logarithm of E.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#LOG2E]
Base 2 logarithm of E.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#PI]
Ratio of the circumference of a circle to its diameter.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#SQRT1_2]
Square root of 1/2.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#SQRT2]
Square root of 2.{td}{tr}{tbody}{table}\\ 

{table:class=servoy sSummery}{colgroup}{column:width=80px}{column}{column}{column}{colgroup}{tr:style=height: 30px;}{th:colspan=2}Method Summary{th}{tr}{tbody}{tr}{td}[Number]{td}{td}[#abs]\(x)
Returns the absolute value of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#acos]\(x)
Returns the arccosine (in radians) of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#asin]\(x)
Returns the arcsine (in radians) of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#atan]\(x)
Returns the arctangent (in radians) of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#atan2]\(y, x)
Returns the arctangent of the quotient of its arguments.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#ceil]\(x)
Returns the smallest integer greater than or equal to a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#cos]\(x)
Returns the cosine of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#exp]\(x)
Returns Enumber, where number is the argument, and E is Euler's constant, the base of the natural logarithms.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#floor]\(x)
Returns the largest integer less than or equal to a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#log]\(x)
Returns the natural logarithm (base E) of a number.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#max]\(value1, value2, valueN)
Returns the greater of two (or more) numbers.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#min]\(value1, value2, valueN)
Returns the lesser of two (or more) numbers.{td}{tr}{tbody}{tbody}{tr}{td}[Number]{td}{td}[#pow]\(base, exponent)
Returns base to the exponent power, that is, base exponent.{td}{tr}{tbody}{tbody}{tr}{td}void{td}{td}[#random]\()
Returns a pseudo-random number between 0 and 1.{td}{tr}{tbody}{tbody}{tr}{td}void{td}{td}[#round]\(x)
Returns the value of a number rounded to the nearest integer.{td}{tr}{tbody}{tbody}{tr}{td}void{td}{td}[#sin]\(x)
Returns the sine of a number.{td}{tr}{tbody}{tbody}{tr}{td}void{td}{td}[#sqrt]\(x)
Returns the square root of a number.{td}{tr}{tbody}{tbody}{tr}{td}void{td}{td}[#tan]\(x)
Returns the tangent of a number.{td}{tr}{tbody}{table}\\ 

{table:class=servoy sDetail}{colgroup}{column:width=100%}{column}{colgroup}{tr:style=height: 30px;}{th:colspan=1}Property Details{th}{tr}{tbody:id=BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900}{tr:id=name}{td}h6.E{td}{tr}{tr:id=des}{td}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_des|text=|trigger=button}{sub-section}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_des|trigger=none|class=sIndent}Euler's constant and the base of natural logarithms. Approximately 2.718.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_ret|text=|trigger=button}{sub-section}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_see|text=|trigger=button}{sub-section}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_see|text=|trigger=button}{sub-section}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_sam|text=|trigger=button}{sub-section}{sub-section:BA686D07ABDAAAE3-BAFE6658-47C34B51-9ABC87D2-95B9C381D2A9B114B69D1900_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.E
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67}{tr:id=name}{td}h6.LN10{td}{tr}{tr:id=des}{td}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_des|text=|trigger=button}{sub-section}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_des|trigger=none|class=sIndent}Natural logarithm of 10. Approximately 2.302.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_ret|text=|trigger=button}{sub-section}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_see|text=|trigger=button}{sub-section}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_see|text=|trigger=button}{sub-section}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_sam|text=|trigger=button}{sub-section}{sub-section:B364AD48DD9501CB-9CE26C86-4EB240AD-98219F75-A5ADCCBCC84AD5907F610D67_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.LN10
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D}{tr:id=name}{td}h6.LN2{td}{tr}{tr:id=des}{td}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_des|text=|trigger=button}{sub-section}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_des|trigger=none|class=sIndent}Natural logarithm of 2. Approximately 0.693.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_ret|text=|trigger=button}{sub-section}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_see|text=|trigger=button}{sub-section}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_see|text=|trigger=button}{sub-section}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_sam|text=|trigger=button}{sub-section}{sub-section:4D26DD976E28DFC5-DA44827E-420E4BAC-A8C59840-13788EFBAA2FFE091FAEC35D_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.LN2
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7}{tr:id=name}{td}h6.LOG10E{td}{tr}{tr:id=des}{td}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_des|text=|trigger=button}{sub-section}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_des|trigger=none|class=sIndent}Base 10 logarithm of E. Approximately 0.434.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_ret|text=|trigger=button}{sub-section}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_see|text=|trigger=button}{sub-section}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_see|text=|trigger=button}{sub-section}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_sam|text=|trigger=button}{sub-section}{sub-section:5E7C051F89C8BF59-DC8EB0B7-4D2E46F1-9A8CB3B7-D6002C9DB8EC1FFBC093BCF7_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.LOG10E
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369}{tr:id=name}{td}h6.LOG2E{td}{tr}{tr:id=des}{td}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_des|text=|trigger=button}{sub-section}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_des|trigger=none|class=sIndent}Base 2 logarithm of E. Approximately 1.442.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_ret|text=|trigger=button}{sub-section}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_see|text=|trigger=button}{sub-section}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_see|text=|trigger=button}{sub-section}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_sam|text=|trigger=button}{sub-section}{sub-section:1F967929D4A0E71C-DFFF5BC8-466A4A4F-92B0B32A-CE573F6EA727A28545EBB369_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.LOG2E
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523}{tr:id=name}{td}h6.PI{td}{tr}{tr:id=des}{td}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_des|text=|trigger=button}{sub-section}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_des|trigger=none|class=sIndent}Ratio of the circumference of a circle to its diameter. Approximately 3.14159.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_ret|text=|trigger=button}{sub-section}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_see|text=|trigger=button}{sub-section}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_see|text=|trigger=button}{sub-section}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_sam|text=|trigger=button}{sub-section}{sub-section:CB1A10FFBB724C19-B8A86C76-45614C93-BFEC92C6-1A9155BF66375F38C4C93523_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.PI
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE}{tr:id=name}{td}h6.SQRT1_2{td}{tr}{tr:id=des}{td}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_des|text=|trigger=button}{sub-section}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_des|trigger=none|class=sIndent}Square root of 1/2. Equivalently, 1 over the square root of 2, approximately 0.707.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_ret|text=|trigger=button}{sub-section}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_see|text=|trigger=button}{sub-section}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_see|text=|trigger=button}{sub-section}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_sam|text=|trigger=button}{sub-section}{sub-section:CB62B537316014FB-BD3111D2-43EA4EEE-A70FAE32-C432763D50CEEC345DB66ABE_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.SQRT1_2
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD}{tr:id=name}{td}h6.SQRT2{td}{tr}{tr:id=des}{td}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_des|text=|trigger=button}{sub-section}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_des|trigger=none|class=sIndent}Square root of 2. Approximately 1.414.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_ret|text=|trigger=button}{sub-section}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_see|text=|trigger=button}{sub-section}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_see|text=|trigger=button}{sub-section}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_sam|text=|trigger=button}{sub-section}{sub-section:40411B70BB501FD6-456415BC-4F474CA3-B2A8A465-9F1A18564CBB7F158305A2DD_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.SQRT2
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{table}\\ 

{table:class=servoy sDetail}{colgroup}{column:width=100%}{column}{colgroup}{tr:style=height: 30px;}{th:colspan=1}Method Details{th}{tr}{tbody:id=4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22}{tr:id=name}{td}h6.abs{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}abs{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_des|text=|trigger=button}{sub-section}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_des|trigger=none|class=sIndent}Returns the absolute value of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_ret|text=|trigger=button}{sub-section}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_see|text=|trigger=button}{sub-section}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_see|text=|trigger=button}{sub-section}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_sam|text=|trigger=button}{sub-section}{sub-section:4CEAA96C9D892ABB-F405BCAB-4A644349-92EBBC29-D6EAC690FF6979FFD8420D22_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.abs(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72}{tr:id=name}{td}h6.acos{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}acos{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_des|text=|trigger=button}{sub-section}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_des|trigger=none|class=sIndent}Returns the arccosine (in radians) of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_ret|text=|trigger=button}{sub-section}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_see|text=|trigger=button}{sub-section}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_see|text=|trigger=button}{sub-section}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_sam|text=|trigger=button}{sub-section}{sub-section:BD448A81148267EF-6EEF810D-4A70474F-99BC8D81-97F4EE03FCE55D4FF146AF72_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.acos(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6}{tr:id=name}{td}h6.asin{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}asin{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_des|text=|trigger=button}{sub-section}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_des|trigger=none|class=sIndent}Returns the arcsine (in radians) of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_ret|text=|trigger=button}{sub-section}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_see|text=|trigger=button}{sub-section}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_see|text=|trigger=button}{sub-section}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_sam|text=|trigger=button}{sub-section}{sub-section:1E72D68DECC4C80B-BFE9D887-437E40BD-82FE9424-33B88D9DEB129774479C2AF6_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.asin(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2}{tr:id=name}{td}h6.atan{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}atan{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_des|text=|trigger=button}{sub-section}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_des|trigger=none|class=sIndent}Returns the arctangent (in radians) of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_ret|text=|trigger=button}{sub-section}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_see|text=|trigger=button}{sub-section}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_see|text=|trigger=button}{sub-section}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_sam|text=|trigger=button}{sub-section}{sub-section:4A3827102701E1EE-2A73851B-43A84AC9-85FFBCBA-1043D6F96DDAE521EC0B78E2_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.atan(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891}{tr:id=name}{td}h6.atan2{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}atan2{span}{span:id=iets|style=float: left;}\(y, x){span}{td}{tr}{tr:id=des}{td}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_des|text=|trigger=button}{sub-section}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_des|trigger=none|class=sIndent}Returns the arctangent of the quotient of its arguments.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_prs|trigger=none}y
x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_ret|text=|trigger=button}{sub-section}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_see|text=|trigger=button}{sub-section}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_see|text=|trigger=button}{sub-section}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_sam|text=|trigger=button}{sub-section}{sub-section:B5502E2FC7779433-59F80A3F-418C4EF9-BF4485A9-C0B71CCD976556FFF300A891_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.atan2(number,number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B}{tr:id=name}{td}h6.ceil{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}ceil{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_des|text=|trigger=button}{sub-section}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_des|trigger=none|class=sIndent}Returns the smallest integer greater than or equal to a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_ret|text=|trigger=button}{sub-section}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_see|text=|trigger=button}{sub-section}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_see|text=|trigger=button}{sub-section}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_sam|text=|trigger=button}{sub-section}{sub-section:52C2F85FF56A2639-5E04D835-424649A0-80039EA4-1FF893AAAA13A2CA6876EB8B_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.ceil(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0}{tr:id=name}{td}h6.cos{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}cos{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_des|text=|trigger=button}{sub-section}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_des|trigger=none|class=sIndent}Returns the cosine of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_ret|text=|trigger=button}{sub-section}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_see|text=|trigger=button}{sub-section}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_see|text=|trigger=button}{sub-section}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_sam|text=|trigger=button}{sub-section}{sub-section:DE7908A705C12B26-B50EDE59-461D4E30-B539BAAD-70B39B9F8897D2C9C930AFB0_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.cos(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53}{tr:id=name}{td}h6.exp{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}exp{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_des|text=|trigger=button}{sub-section}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_des|trigger=none|class=sIndent}Returns Enumber, where number is the argument, and E is Euler's constant, the base of the natural logarithms.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_ret|text=|trigger=button}{sub-section}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_see|text=|trigger=button}{sub-section}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_see|text=|trigger=button}{sub-section}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_sam|text=|trigger=button}{sub-section}{sub-section:188C8BA738766163-CD474E33-4A4043C7-92A2BCA5-6400803787CBE4C42DDF4B53_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.exp(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045}{tr:id=name}{td}h6.floor{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}floor{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_des|text=|trigger=button}{sub-section}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_des|trigger=none|class=sIndent}Returns the largest integer less than or equal to a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_ret|text=|trigger=button}{sub-section}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_see|text=|trigger=button}{sub-section}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_see|text=|trigger=button}{sub-section}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_sam|text=|trigger=button}{sub-section}{sub-section:C85D0D9CD2C4408E-352812D8-40C04434-BDECA154-F317BD0121F32DCEA6EBE045_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.floor(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01}{tr:id=name}{td}h6.log{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}log{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_des|text=|trigger=button}{sub-section}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_des|trigger=none|class=sIndent}Returns the natural logarithm (base E) of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_ret|text=|trigger=button}{sub-section}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_see|text=|trigger=button}{sub-section}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_see|text=|trigger=button}{sub-section}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_sam|text=|trigger=button}{sub-section}{sub-section:CBAA026551C60524-F7D19041-42CC4D40-B600A38C-39610A9766CFBC862A0F3E01_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.log(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9}{tr:id=name}{td}h6.max{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}max{span}{span:id=iets|style=float: left;}\(value1, value2, valueN){span}{td}{tr}{tr:id=des}{td}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_des|text=|trigger=button}{sub-section}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_des|trigger=none|class=sIndent}Returns the greater of two (or more) numbers.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_prs|trigger=none}value1
value2
\[valueN\]
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_ret|text=|trigger=button}{sub-section}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_see|text=|trigger=button}{sub-section}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_see|text=|trigger=button}{sub-section}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_sam|text=|trigger=button}{sub-section}{sub-section:79A62AA3C489B3B0-ED031666-41F44721-BCE3BC53-E74903541EB22D453B01ECE9_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.max(number,number[,number])
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C}{tr:id=name}{td}h6.min{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}min{span}{span:id=iets|style=float: left;}\(value1, value2, valueN){span}{td}{tr}{tr:id=des}{td}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_des|text=|trigger=button}{sub-section}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_des|trigger=none|class=sIndent}Returns the lesser of two (or more) numbers.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_prs|trigger=none}value1
value2
\[valueN\]
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_ret|text=|trigger=button}{sub-section}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_see|text=|trigger=button}{sub-section}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_see|text=|trigger=button}{sub-section}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_sam|text=|trigger=button}{sub-section}{sub-section:F928F77E296F12BD-42510A78-45844BCA-80689138-E096C185E21C197D6DD03B8C_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.min(number,number[,number])
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65}{tr:id=name}{td}h6.pow{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}[Number]{span}{span:id=iets|style=float: left; font-weight: bold;}pow{span}{span:id=iets|style=float: left;}\(base, exponent){span}{td}{tr}{tr:id=des}{td}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_des|text=|trigger=button}{sub-section}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_des|trigger=none|class=sIndent}Returns base to the exponent power, that is, base exponent.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_prs|trigger=none}base
exponent
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_ret|text=|trigger=button}{sub-section}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_ret|trigger=none|class=sIndent}[Number]{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_see|text=|trigger=button}{sub-section}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_see|text=|trigger=button}{sub-section}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_sam|text=|trigger=button}{sub-section}{sub-section:8B7013F1EBA0DBF3-3A6E58A8-475C4FE5-A599BDF6-13E73DC25E412F2D437A0B65_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.pow(number,number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA}{tr:id=name}{td}h6.random{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}void{span}{span:id=iets|style=float: left; font-weight: bold;}random{span}{span:id=iets|style=float: left;}\(){span}{td}{tr}{tr:id=des}{td}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_des|text=|trigger=button}{sub-section}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_des|trigger=none|class=sIndent}Returns a pseudo-random number between 0 and 1.{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=prs}{td}*Parameters*\\{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_prs|trigger=none}{sub-section}{div}{td}{tr}{builder-show}{tr:id=ret}{td}*Returns*\\{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_ret|text=|trigger=button}{sub-section}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_ret|trigger=none|class=sIndent}void{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_see|text=|trigger=button}{sub-section}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_see|text=|trigger=button}{sub-section}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_sam|text=|trigger=button}{sub-section}{sub-section:B455FAD9973A8444-661EA0E6-41A94322-85F69A4F-762052E96E937D9ED6F8ADAA_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.random()
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084}{tr:id=name}{td}h6.round{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}void{span}{span:id=iets|style=float: left; font-weight: bold;}round{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_des|text=|trigger=button}{sub-section}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_des|trigger=none|class=sIndent}Returns the value of a number rounded to the nearest integer.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_ret|text=|trigger=button}{sub-section}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_ret|trigger=none|class=sIndent}void{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_see|text=|trigger=button}{sub-section}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_see|text=|trigger=button}{sub-section}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_sam|text=|trigger=button}{sub-section}{sub-section:239721843F46BE88-4D177263-42644A56-95268837-D01F8D11C02F563A2A569084_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.round(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26}{tr:id=name}{td}h6.sin{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}void{span}{span:id=iets|style=float: left; font-weight: bold;}sin{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_des|text=|trigger=button}{sub-section}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_des|trigger=none|class=sIndent}Returns the sine of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_ret|text=|trigger=button}{sub-section}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_ret|trigger=none|class=sIndent}void{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_see|text=|trigger=button}{sub-section}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_see|text=|trigger=button}{sub-section}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_sam|text=|trigger=button}{sub-section}{sub-section:CF20DDFFC0F0D779-DD3850C6-46234097-B04C867F-A073B8AC95831B5A071E5C26_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.sin(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961}{tr:id=name}{td}h6.sqrt{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}void{span}{span:id=iets|style=float: left; font-weight: bold;}sqrt{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_des|text=|trigger=button}{sub-section}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_des|trigger=none|class=sIndent}Returns the square root of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_ret|text=|trigger=button}{sub-section}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_ret|trigger=none|class=sIndent}void{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_see|text=|trigger=button}{sub-section}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_see|text=|trigger=button}{sub-section}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_sam|text=|trigger=button}{sub-section}{sub-section:0C375D1980CEB95B-1B710102-48D74EFE-8B3A9BF8-8E685BC1E76AFC22FF178961_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.sqrt(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{tbody:id=B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44}{tr:id=name}{td}h6.tan{td}{tr}{tr:id=sig}{td}{span:style=float: left; margin-right: 5px;}void{span}{span:id=iets|style=float: left; font-weight: bold;}tan{span}{span:id=iets|style=float: left;}\(x){span}{td}{tr}{tr:id=des}{td}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_des|text=|trigger=button}{sub-section}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_des|trigger=none|class=sIndent}Returns the tangent of a number.{sub-section}{td}{tr}{tr:id=prs}{td}*Parameters*\\{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_prs|text=|trigger=button}{sub-section}{div:class=sIndent}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_prs|trigger=none}x
{sub-section}{div}{td}{tr}{tr:id=ret}{td}*Returns*\\{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_ret|text=|trigger=button}{sub-section}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_ret|trigger=none|class=sIndent}void{sub-section}{td}{tr}{builder-show:permission=edit}{tr:id=see}{td}*Also see*\\{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_see|text=|trigger=button}{sub-section}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_see|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{builder-show:permission=edit}{tr:id=link}{td}*External links*\\{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_see|text=|trigger=button}{sub-section}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_link|class=sIndent|trigger=none}{sub-section}{td}{tr}{builder-show}{tr:id=sam}{td}*Sample*\\{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_sam|text=|trigger=button}{sub-section}{sub-section:B5B7048618215CFE-2B3637B9-43584B59-A6D58BD0-E234CF4EF2A9E35C77D3FA44_sam|class=sIndent|trigger=none}{code:language=javascript}
Math.tan(number)
{code}{sub-section}{td}{tr}{tr:class=lastDetailRow}{td}{td}{tr}{tbody}{table}