**Exponential and Logarithmic functions**

An exponential function can be defined as function which has a constant base and that base is raised to a power (or exponent). These functions are increasing functions and can give huge numbers as the output. The simplest form of an exponential function is:

** Exponential functions: **The simplest form of an exponential function is:

**Domain:**all real numbers.

**Examples:**

- f(x) = 3
^{x} - g(x) = (1/6)
^{x}A logarithmic function is a function where a number under ‘log’ function has a base ‘b’, which when taken to the other side becomes the base for an exponential equation. The general form of a logarithmic function is shown below:**Logarithmic functions**: The general form of a logarithmic function is:Domain: (0, infinity)

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