Function |
Note |
Formula |
| abs |
Absolute value |
|
| atn |
Inverse tangent |
|
| cos |
Cosine |
|
| exp |
Exponent (exp(x) - e raised to the power x) |
|
| int |
Rounds number to the closest integer |
|
| log |
Natural logarithm |
|
| rnd |
Random number |
|
| sin |
Sine |
|
| sqr |
Square root |
|
| tan |
Tangent |
|
| sec |
Secant |
Sec(X)=1/Cos(X) |
| csec |
Cosecant |
Cosec(X)=1/Sin(X) |
| ctan |
Cotangent |
Cotan(X)=1/Tan(X) |
| asin |
Inverse sine |
Arcsin(X)=Atn(X/Sqr(-X*X+1)) |
| acos |
Inverse cosine |
Arccos(X)=Atn(-X/Sqr(-X*X+1))+2*Atn(1) |
| asec |
Inverse secant |
Arcsec(X)=Atn(X/Sqr(X*X-1))+Sgn((X)-1)*(2*Atn(1)) |
| acsec |
Inverse cosecant |
Arccosec(X)=Atn(X/Sqr(X*X-1))+(Sgn(X)-1)*(2*Atn(1)) |
| actan |
Inverse tangent |
Arccotan(X)=Atn(X)+2*Atn(1) |
| sinh |
Hyperbolic Sine |
HSin(X)=(Exp(X)-Exp(-X))/2 |
| cosh |
Hyperbolic Cosine |
HCos(X)=(Exp(X)+Exp(-X))/2 |
| tanh |
Hyperbolic Tangent |
HTan(X)=(Exp(X)-Exp(-X))/(Exp(X)+Exp(-X)) |
| ctanh |
Hyperbolic Cotangent |
HCotan(X)=(Exp(X)+Exp(-X))/(Exp(X)-Exp(-X)) |
| sech |
Hyperbolic Secant |
HSec(X)=2/(Exp(X)+Exp(-X)) |
| csech |
Hyperbolic Cosecant |
HCosec(X)=2/(Exp(X)-Exp(-X)) |
| asinh |
Inverse Hyperbolic Sine |
HArcsin(X)=Log(X+Sqr(X*X+1)) |
| acosh |
Inverse Hyperbolic Cosine |
HArccos(X)=Log(X+Sqr(X*X-1)) |
| atanh |
Inverse Hyperbolic Tangent |
HArctan(X)=Log((1+X)/(1-X))/2 |
| asech |
Inverse Hyperbolic Secant |
HArcsec(X)=Log((Sqr(-X*X+1)+1)/X) |
| acsech |
Inverse Hyperbolic Cosecant |
HArccosec(X)=Log((Sgn(X)*Sqr(X*X+1)+1)/X) |
| actanh |
Inverse Hyperbolic Cotangent |
HArccotan(X)=Log((X+1)/(X-1))/2 |