Polynomials

Wednesday, 14 March 2018

2:40 PM

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.

 

 

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