There's always been that block in operations that completes a function. But what do they stand for? All I see is acronyms and stuff. I might need one of them so someone please help.

((a) mod (b))//modulus (remainder of a/b)
([abs v] of ())//absoloute value (make number positive)
([floor v] of ())//round down
([ceiling v] of ())//round up
([sqrt v] of ())//square root
([sin v] of ())//sine
([cos v] of ())//cosine
([tan v] of ())//tangent
([asin v] of ())//inverse sine
([acos v] of ())//inverse cosine
([atan v] of ())//inverse tangent
([ln v] of ())//natural logarithm
([log v] of ())//logarithm

If you do not understand sine, cosine, tangent, logarithm, you will probably learn them soon in your math class

ShadowScizor wrote:

((a) mod (b))//modulus (remainder of a/b)
([abs v] of ())//absoloute value (make number positive)
([floor v] of ())//round down
([ceiling v] of ())//round up
([sqrt v] of ())//square root
([sin v] of ())//sine
([cos v] of ())//cosine
([tan v] of ())//tangent
([asin v] of ())//inverse sine
([acos v] of ())//inverse cosine
([atan v] of ())//inverse tangent
([ln v] of ())//natural logarithm
([log v] of ())//logarithm

If you do not understand sine, cosine, tangent, logarithm, you will probably learn them soon in your math class

Okay! Yes, I don't understand those mathematical terms (sine, cosine, tangent, etc.) Thanks!