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Numbers Raised to Powers Solutions

Knowing the first few multiples of each base can be helpful when solving exponential equations and inequalities. Completing the chart will help keep the powers of 2, 3, and 4 top of mind.

1. Complete the Numbers Raised to Powers chart.
2. Use the chart while working on the Lesson 38 Practice pages.

Numbers Raised to Powers
	x = 2	x = 3	x = 4
${\mathbf{2}}^{\mathit{x}}$	$2^2 = 4$	$2^3=8$	$2^4=16$
${\mathbf{3}}^{\mathit{x}}$	$3^2 = 9$	$3^3=27$	$3^4=81$
${\mathbf{4}}^{\mathit{x}}$	$4^2=16$	$4^3=64$	$4^4=256$
${\mathbf{5}}^{\mathit{x}}$	$5^2=25$	$5^3=125$	$5^4=625$
${\mathbf{6}}^{\mathit{x}}$	$6^2=36$	$6^3=216$	$6^4=1296$
${\mathbf{7}}^{\mathit{x}}$	$7^2=49$	$7^3=343$	$7^4=2401$
${\mathbf{8}}^{\mathit{x}}$	$8^2=64$	$8^3=512$	$8^4=4096$
${\mathbf{9}}^{\mathit{x}}$	$9^2=81$	$9^3=729$	$9^4=6561$
${\mathbf{10}}^{\mathit{x}}$	${10}^2=100$	${10}^3=1000$	${10}^4=10000$