Logarithms are important throughout mathematics and science.
Establishing some basic properties or relations of Logarithms helps
us for faster computation of mathematical problems.
Some of the basic properties of Logarithms and proof of them are given here.

There are many ways to describe logarithmic function. One basic approach is to define it as the inverse function of exponential function.Continue reading to find more about Logarithm and Logarithmic function.

Exponential function is the function in which the output is the input th power of a constant. Continue reading to find more about exponential function.

When , a number is repeatedly multiplied by itself the number of times the number is multiplied by itself is is called the exponent or index. Continue reading to fins more about index or exponent and laws of indices or exponents.

The trigonometric functions are sin , cos , tan , cos , sec , cot.
The above six functions are defined by some relations. Continue reading to find out more about trigonometric functions.

The configuration formed by initial arm , terminal arm and vertex when a line is rotated is angle. Continue reading to find more on what is angle?and how to measure angle?

Algebraic functions are also called polynomial functions. identity , constant , linear , quadratic , cubic functions and functions of higher degree falls under it. Continue reading to find more.