Exponents Rule #4 Lesson Slides: 3 Slides

3 Slides • 4 Questions

1

Exponents Rule #4

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You should now know:

\left(ab\right)^c=a^cb^c

When a product is raised to a power, the exponent is distributed to simplify the expression.

4

Multiple Choice

$\left(2yx^6\right)^2$

1

$4y^2x^{12}$

2

$2y^2x^{12}$

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$4y^2x^8$

4

$2y^2x^8$

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Multiple Choice

$\left(6a^3b^2c\right)^2$

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$36a^5b^4c^2$

2

$12a^6b^4c^2$

3

$36a^6b^4c^2$

4

$12a^5b^4c^2$

6

Multiple Choice

$\left(3xy^5z^{10}\right)^4$

1

$81x^4y^9z^{14}$

2

$81x^4y^{20}z^{40}$

3

$12x^4y^{20}z^{40}$

4

$12x^4y^9z^{14}$

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Fill in the Blanks

When a product is raised to a power, you will

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the exponent to simplify the expression.

Exponents Rule #4

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