How to Solve Logarithms With Different Bases?

Answer Logarithms are an important concept for the science and engineering world. A logarithm is the inverse of an exponent, much the same way addition is the inverse of subtraction. Logarithms provide an... Read More »

Top Q&A For: How to Solve Logarithms With Different Bases

How to Solve Exponents With Different Bases?

In an exponential function, the number that you will be raising to a power is the base and the power is the exponent. There are two main ways to solve exponential functions with different bases. On... Read More »

How to Find Bases in Logarithms?

A logarithmic equation of the form y=logb x is the same as the exponential equation x = b^y where b is the base. This relationship is useful in many logarithm problems, and including finding bases.... Read More »

How to Add Exponents With Different Bases?

Exponents raise a number to a certain power, resulting in the number being multiplied by itself as much as the exponent declares. For example, with the expression a^2, the variable a is multiplied ... Read More »

How to Divide Exponents With Different Bases?

The law of exponents refers to the process of multiplying the same number by itself a specific number of times. The terminology of the operation is "to the power of." For example, 2^3 can be called... Read More »