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Chapter 10: Q. 144 (page 1033)

Convert each logarithmic equation to exponential form:

4=logx81.

Short Answer

Expert verified

The exponential form is,

81=x4.

Step by step solution

01

Step 1. Given the information.

The logarithmic equation is,

4=logx81.

02

Step 2. Converting to exponential form.

4=logx81x=ay81=x4.

If 4=logx81,

then81=x4.

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Most popular questions from this chapter

In the following exercises, solve each logarithmic equation.y=log1.5x

In the following exercises, graph each function in the same coordinate system:

fx=2x,gx=2x+2

Convert from exponential to logarithmic form:

ex=6.

In the following exercise, find the inverse of each function.

f(x)=1x+2

In the following exercises, graph each exponential function.

f(x)=2x
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