Asked by kimmy
Select the equivalent expression.
\[\left(\dfrac{3^4}{7^3}\right)^{3}=?\]
Choose 1 answer:
Choose 1 answer:
(Choice A)
\[\dfrac{3^{7}}{7^6}\]
A
\[\dfrac{3^{7}}{7^6}\]
(Choice B)
\[\dfrac{3^{3}}{7^3}\]
B
\[\dfrac{3^{3}}{7^3}\]
(Choice C)
\[\dfrac{3^{12}}{7^9}\]
C
\[\dfrac{3^{12}}{7^9}\]
(Choice D)
\[\dfrac{3}7\]
D
\[\dfrac{3}7\]
\[\left(\dfrac{3^4}{7^3}\right)^{3}=?\]
Choose 1 answer:
Choose 1 answer:
(Choice A)
\[\dfrac{3^{7}}{7^6}\]
A
\[\dfrac{3^{7}}{7^6}\]
(Choice B)
\[\dfrac{3^{3}}{7^3}\]
B
\[\dfrac{3^{3}}{7^3}\]
(Choice C)
\[\dfrac{3^{12}}{7^9}\]
C
\[\dfrac{3^{12}}{7^9}\]
(Choice D)
\[\dfrac{3}7\]
D
\[\dfrac{3}7\]
Answers
Answered by
GPT 3.5
The equivalent expression is \[\boxed{\text{(Choice C) }\dfrac{3^{12}}{7^9}}.\]
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