# Definition of logarithm

### A logarithm is the power in which the number raised in order to get the other number. Logarithm and exponents are opposite to each other. The logarithm is denoted by log_a (y) = x. There are many rules and properties of the logarithm.

### Introduction to Logarithms: "The answer to a log is the power on the base"

### A logarithm is the power in which the number raised in order to get the other number. Logarithm and exponents are opposite to each other. The logarithm is denoted by log_a (y) = x. There are many rules and properties of the logarithm.

### Definition of Logarithm

### A logarithm is the power in which the number raised in order to get the other number. Logarithm and exponents are opposite to each other. The logarithm is denoted by log_a (y) = x. There are many rules and properties of the logarithm.

Here’s how you solve logarithms - 21 GIFs That Explain Mathematical Concepts