Mathematical Functions & Operations

 

Arithmetic

 

Numbers and Constants

+

Addition

 

e

2.71828...

-

Subtraction

 

pi

3.14159...

*

Multiplication

 

2.9E8

Scientific notation: 290,000,000

/

Division

 

exp(1)

2.71828...

^

Exponential

 

Pi

3.14159...

 

 

 

I

sqrt(-1)

Trigonometric Functions

 

Functions

sin

Sine

 

sqrt

Square Root

cos

Cosine

 

log

Logarithm base 10

tan

Tangent

 

ln

Natural Logarithm

arcsin

Inverse Sine

 

abs

Absolute Value Function

arccos

Inverse Cosine

 

 

 

arctan

Inverse Tangent

 

log10

Logarithm base 10

sec

Secant

 

int

Int

Integral

csc

Cosecant

 

diff

Diff

Differential equation

cot

Cotangent

 

limit

Limit

Limit

arcsec

Inverse secant

 

exp

Exponential Function

Calculates the value of e to the power of x, where e is the base of the natural logarithm, 2.718281828...

arccsc

Inverse cosecant

 

 

 

arccot

Inverse cotangent

 

 

 

 

 

 

 

 

 

 

 

 

 

Hyperbolic and Inverse Hyperbolic Functions

hypsin

hyperbolic sine

 

archypsin

Inverse hyperbolic sine

hypcos

hyperbolic cosine

 

archypcos

Inverse hyperbolic cosine

hyptan

hyperbolic tangent

 

archyptan

Inverse hyperbolic tangent

hypsec

hyperbolic secant

 

archypsec

Inverse hyperbolic secant

hypcsc

hyperbolic cosecant

 

archypcsc

Inverse hyperbolic cosecant

hypcot

hyperbolic cotangent

 

archypcot

Inverse hyperbolic cotangent

sinh

hyperbolic sine

 

arcsinh

 Inverse hyperbolic sine

cosh

hyperbolic cosine

 

arccosh

 Inverse hyperbolic cosine

tanh

hyperbolic tangent

 

arctanh

Inverse hyperbolic tangent

sech

hyperbolic secant

 

arcsech

Inverse hyperbolic secant

csch

hyperbolic cosecant

 

archcsch

Inverse hyperbolic cosecant

coth

hyperbolic cotangent

 

arccoth

Inverse hyperbolic cotangent

 

Note: The variable e should not be assigned as a global variable in Maple code. It can be used, however, as a local variable.