mathieeesingtrans.library Reference¶
Comprehensive function reference for mathieeesingtrans.library, synthesised from the AmigaOS NDK 3.2 Release 4 (Autodocs/AG/mathieeesingtrans).
This page documents 17 functions of mathieeesingtrans.library. Each function entry follows the canonical autodoc format. struct Name, union Name, enum Name are clickable links to the type definition in the types reference.
Function index¶
IEEESPAcos()IEEESPAsin()IEEESPAtan()IEEESPCos()IEEESPCosh()IEEESPExp()IEEESPFieee()IEEESPLog()IEEESPLog10()IEEESPPow()IEEESPSin()IEEESPSincos()IEEESPSinh()IEEESPSqrt()IEEESPTan()IEEESPTanh()IEEESPTieee()
IEEESPAcos()¶
IEEESPAcos -- compute the arc cosine of a number
Synopsis
x = IEEESPAcos( y );
d0 d0
float x,y;
Function
Compute arc cosine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPCos(), IEEESPAtan(), IEEESPAsin()
IEEESPAsin()¶
IEEESPAsin -- compute the arcsine of a number
Synopsis
x = IEEESPAsin( y );
d0 d0
float x,y;
Function
Compute the arc sine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPSin(), IEEESPAtan(), IEEESPAcos()
IEEESPAtan()¶
IEEESPAtan -- compute the arc tangent of number
Synopsis
x = IEEESPAtan( y );
d0 d0
single x,y;
Function
Compute arctangent of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
IEEESPCos()¶
IEEESPCos -- compute the cosine of a floating point number
Synopsis
x = IEEESPCos( y );
d0 d0
float x,y;
Function
Compute cosine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPAcos(), IEEESPSin(), IEEESPTan()
IEEESPCosh()¶
IEEESPCosh -- compute the hyperbolic cosine of a floating point number
Synopsis
x = IEEESPCosh( y );
d0 d0
float x,y;
Function
Compute hyperbolic cosine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPExp()¶
IEEESPExp -- compute the exponential of e
Synopsis
x = IEEESPExp( y );
d0 d0
float x,y;
Function
Compute e^y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPFieee()¶
IEEESPFieee -- convert IEEE single to IEEE single
Synopsis
x = IEEESPFieee( y );
d0 d0
float y;
float x;
Function
Convert IEEE single precision number to IEEE single precision. These are included for completeness although they just return the input parameter. A good way to remember how these functions work is: They convert to and from the local format to Single Precision IEEE. The local format for this library happens to also be Single Precision IEEE.
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPLog()¶
IEEESPLog -- compute the natural logarithm of a floating point number
Synopsis
x = IEEESPLog( y );
d0 d0
float x,y;
Function
Compute ln(y) in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPLog10()¶
IEEESPLog10 -- compute logarithm base 10 of a number
Synopsis
x = IEEESPLog10( y );
d0 d0
float x,y;
Function
Compute the logarithm base 10 of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPPow()¶
IEEESPPow -- raise a number to another number power
Synopsis
z = IEEESPPow( x , y );
d0 d1 d0
float x,y,z;
Function
Compute y^x in IEEE single precision
Inputs
x - IEEE single precision floating point value y - IEEE single precision floating point value
Results
z - IEEE single precision floating point value
IEEESPSin()¶
IEEESPSin -- compute the sine of a floating point number
Synopsis
x = IEEESPSin( y );
d0 d0
float x,y;
Function
Compute sine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPAsin(), IEEESPTan(), IEEESPCos()
IEEESPSincos()¶
IEEESPSincos -- compute the arc tangent of a floating point number
Synopsis
x = IEEESPSincos( z , y );
d0 a0 d0
float x,y,*z;
Function
Compute sin and cosine of y in IEEE single precision. Store the cosine in *z. Return the sine of y.
Inputs
y - IEEE single precision floating point value z - pointer to IEEE single precision floating point number
Results
x - IEEE single precision floating point value
See also
IEEESPSinh()¶
IEEESPSinh -- compute the hyperbolic sine of a floating point number
Synopsis
x = IEEESPSinh( y );
d0 d0
float x,y;
Function
Compute hyperbolic sine of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPSqrt()¶
IEEESPSqrt -- compute the square root of a number
Synopsis
x = IEEESPSqrt( y );
d0 d0
float x,y;
Function
Compute square root of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
IEEESPTan()¶
IEEESPTan -- compute the tangent of a floating point number
Synopsis
x = IEEESPTan( y );
d0 d0
float x,y;
Function
Compute tangent of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPAtan(), IEEESPSin(), IEEESPCos()
IEEESPTanh()¶
IEEESPTanh -- compute the hyperbolic tangent of a floating point number
Synopsis
x = IEEESPTanh( y );
d0 d0
float x,y;
Function
Compute hyperbolic tangent of y in IEEE single precision
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also
IEEESPTieee()¶
IEEESPTieee -- convert IEEE single to IEEE single
Synopsis
x = IEEESPTieee( y );
d0 d0
float y;
float x;
Function
Convert IEEE single precision number to IEEE single precision. These are included for completeness although they just return the input parameter. A good way to remember how these functions work is: They convert to and from the local format to Single Precision IEEE. The local format for this library happens to also be Single Precision IEEE.
Inputs
y - IEEE single precision floating point value
Results
x - IEEE single precision floating point value
See also