Rational Functions

example - 




Trigonometry
Properties


- and are periodic of period

- is an even function

- is an odd function

Identities
Complementary Identities


Pythagorean Identities



Sum and Differences



Double Angle





Elementary Functions
- Functions constructed by
combining polynomials, exponentials, logarithms, roots and trigonometric
functions. Every rational function is an elementary function
Continuous Functions
A
function can be considered as continuous if "it's graph can be drawn
without lifting the pencil"
The
propery way to check if a function is continuous is to check its limits.