How do you simplify ${(- 3 ∙ 7)}^{3} {(4 ∙ 5^{3})}^{2}$ $(-3•7)^3 (4•5^3)^2$ ?

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How do you simplify ${(- 3 ∙ 7)}^{3} {(4 ∙ 5^{3})}^{2}$ $(-3•7)^3 (4•5^3)^2$ ?

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Answer 1 · 2017-08-15T08:16:24

$- 2315250000$ $-2315250000$

Explanation:

Given $\to$ $->$ ${(- 2 \cdot 7)}^{3} {(4 \cdot 5^{3})}^{2}$ $(-2 cdot 7)^3 (4 cdot 5^3)^2$

This is simply $\Rightarrow {(- 2 \cdot 7)}^{3} {(4 \cdot 5^{3})}^{2} = {(- 2 \times 7)}^{3} {(4 \times 5^{3})}^{2}$ $rArr (-2 cdot 7)^3 (4 cdot 5^3)^2 = (-2 xx 7)^3 (4 xx 5^3)^2$

${(- 3 \times 7)}^{3} {(4 \times 5^{3})}^{2}$ $(-3 xx 7)^3 (4 xx 5^3)^2$

${(- 21)}^{3} {(4 \times 125)}^{2}$ $(-21)^3 (4 xx 125)^2$

$(- 9261) {(500)}^{2}$ $(-9261) (500)^2$

$(- 9261) {(250000)}^{2}$ $(-9261) (250000)^2$

$- 2315250000$ $-2315250000$

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How do you simplify ${(- 3 ∙ 7)}^{3} {(4 ∙ 5^{3})}^{2}$ $(-3•7)^3 (4•5^3)^2$ ?

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Explanation:

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How do you simplify (-3•7)^3 (4•5^3)^2(−3∙7)3(4∙53)2(-3•7)^3 (4•5^3)^2?

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How do you simplify ${(- 3 ∙ 7)}^{3} {(4 ∙ 5^{3})}^{2}$ $(-3•7)^3 (4•5^3)^2$ ?