converting between logarithmic and exponential

The video tutorial explains how to convert between logarithmic and exponential forms. It begins with an introduction to the general parent formula of logarithms and demonstrates how to convert exponential problems into logarithmic form. The tutorial then covers the reverse process, converting logarithmic problems into exponential form, using an example problem to illustrate the steps. Finally, it introduces the concept of evaluating expressions.

What is the general parent formula for logarithms?

• Log base B of X equals Y

• X raised to the B equals Y

• Y raised to the B equals X

• B raised to the X equals Y

In the example given, what is the new base when converting from logarithmic to exponential form?

• B

• 125

• 1/3

• 5

What is the result of 125 raised to the one-third power?

• 5

• 25

• 15

• 10

Which of the following represents the conversion of a logarithmic equation to an exponential form?

• Log base B of X equals Y becomes Y raised to the B equals X

• Log base B of X equals Y becomes B raised to the X equals Y

• Log base B of X equals Y becomes X raised to the B equals Y

• Log base B of X equals Y becomes B raised to the Y equals X

What is the next topic mentioned after converting logarithmic to exponential form?

• Simplifying fractions

• Graphing functions

• Evaluating expressions

• Solving quadratic equations