π

Alternative name: pi

4/π is the factor by which the area of a square is bigger than the area of a circle with the same diameter as the length of the side of the square.

cos \v

Given v, results in the cosine of v .

sin \v

Given v, results in the sine of v .

tan \v

Given v, results in the tangens of v .

atan \v

Given v, results in the arcus tangens of v .

atan1 \y \x

Given y, given x, results in the arcus tangens of (y/x).

atan2 \y \x

Given y, given x, results in either the arcus tangens of (y/x), or, if x=0, in the angle closest to it.

sec \v

Given v, results in the secans of v .

csc \v

Given v, results in the cosecans of v .

cot \v

Given v, results in the cotangens of v .

asin \v

Given v, results in the arcus sinus of v .

asec \v

Given v, results in the arcus secans of v .

acsc \v

Given v, results in the arcus cosecans of v .

acot \v

Given v, results in the arcus cotangens of v .

acos \v

Given v, results in the arcus cosinus of v .

sinh \v

Given v, results in the sinus hyperbolicus of v .

cosh \v

Given v, results in the cosinus hyperbolicus of v .

tanh \v

Given v, results in the tangens hyperbolicus of v .

sech \v

Given v, results in the secans hyperbolicus of v .

csch \v

Given v, results in the cosecans hyperbolicus of v .

coth \v

Given v, results in the cotangens hyperbolicus of v .

asinh \v

Given v, results in the area sinus hyperbolicus of v .

acosh \v

Given v, results in the area cosius hyperbolicus of v .

atanh \v

Given v, results in the area tangens hyperbolicus of v .

asech \v

Given v, results in the area secans hyperbolicus of v .

acsch \v

Given v, results in the area cosecans hyperbolicus of v .

acoth \v

Given v, results in the area cotangens hyperbolicus of v .