Learn basics for learning to CONDENSING a logarithmic expression

The video tutorial explains how to condense multiple logarithms into a single logarithm. It begins by outlining the goal of rewriting expressions and then demonstrates the process step-by-step. The example used involves rewriting log base 5 of 7 * 3 X into log base 5 of 21 X. The tutorial concludes by discussing the reverse process of expanding a single logarithm back into multiple logarithms.

What is the primary goal when condensing multiple logarithms?

• To expand them into separate terms

• To rewrite them as a single logarithm

• To eliminate them entirely

• To change their base

In the example given, what is the result of simplifying log base 5 of 7 * 3 X?

• log base 5 of 10 X

• log base 5 of 21 X

• log base 5 of 14 X

• log base 5 of 35 X

What is the product of 7 and 3 in the example provided?

• 14

• 10

• 35

• 21

What is the reverse process of condensing logarithms?

• Eliminating the logarithm

• Changing the base of the logarithm

• Multiplying the logarithm by a constant

• Expanding a single logarithm into multiple terms

When reversing the process, what is done with multiple logarithms?

• They are divided into separate terms

• They are rewritten into a single expression

• They are combined into a single term

• They are converted into exponential form