   Chapter 0.8, Problem 2E

Chapter
Section
Textbook Problem

In Exercises 1–4, complete the given tables. Exponential Form 10 1 = 10 5 5 = 3 , 125 6 3 = 216 0.5 3 = 0.125 4 1 / 4 = 2 3 − 4 = 1 81 Logarithmic Form

To determine

To fill: The following table,

 Exponent Form 101=10 55=3,125 63=216 0.53=0.125 414=2 3−4=181 Logarithmic Form
Explanation

Given information:

The given table is,

 Exponent Form 101=10 55=3,125 63=216 0.53=0.125 414=2 3−4=181 Logarithmic Form

Consider the exponent, 101=10

Since the exponent form ac=b means logarithmic form, logab=c.

Then the exponent form 101=10 mean logarithmic form log1010=1.

Consider the exponent, 55=3,125

Since the exponent form ac=b means logarithmic form, logab=c.

Then the exponent form 55=3,125 mean logarithmic form log53125=5.

Consider the exponent, 63=216

Since the exponent form ac=b means logarithmic form, logab=c.

Then the exponent form 63=216 mean logarithmic form log6216=3.

Consider the exponent, 0.53=0.125

Since the exponent form ac=b means logarithmic form, logab=c.

Then the exponent form 0.53=0.125 mean logarithmic form log0

Still sussing out bartleby?

Check out a sample textbook solution.

See a sample solution

The Solution to Your Study Problems

Bartleby provides explanations to thousands of textbook problems written by our experts, many with advanced degrees!

Get Started

Find more solutions based on key concepts 