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Chapter 1: Problem 52

Use a calculator to evaluate the power. For keystroke help see Student Help box on page 11. $$ 12^{7} $$

Short Answer

Expert verified
The result of the operation \(12^{7}\) is 35831808.

Step by step solution

01

Input Base

Start by inputting '12,' the base, into your calculator.
02

Input Power Operation

Next, find the button on your calculator that indicates the power operation. It may appear as '^' on your calculator. Input the power operation into the calculator following the base number.
03

Input Exponent

After you've put the power operation, input '7,' the exponent.
04

Evaluate

Finally, press the '=,' or the corresponding button on your calculator to evaluate the operation. The calculator will provide the result.

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Most popular questions from this chapter

Compare using \(<,=,\) or \(>.\) $$0.333 \underline{?} 0.3333$$

Evaluate the expression for the given value of the variable. (Review 1.2) $$(6 w)^{2} \text { when } w=5$$

Evaluate the expression for the given value of the variable. (Review 1.2) $$4\left(t^{3}\right) \text { when } t=3$$

CHECKING SOLUTIONS OF INEQUALTTIES Check whether the given number is a solution of the inequality. $$y^{3}-2 \leq 8 ; 2$$

Which is correct? Explain. A. \(\frac{(9-7)^{2}+3}{5}=(9-7)^{2}+3 \div 5\) B. \(\frac{(9-7)^{2}+3}{5}=\left[(9-7)^{2}+3\right] \div 5\)
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