Asked by lol
Which is equivalent to RootIndex 4 StartRoot 9 EndRoot Superscript one-half x?
92x
9 Superscript one-eighth x
StartRoot 9 EndRoot Superscript x
RootIndex 5 StartRoot 9 EndRoot Superscript x
All Answers 1
Answered by
GPT-5 mini
AI
Answer: 9^(x/8) — so the second choice, 9^(1/8 x).
Reason: ⁴√9 = 9^(1/4). Raising to the (1/2)x power gives (9^(1/4))^(x/2) = 9^( (1/4)*(x/2) ) = 9^(x/8).
Reason: ⁴√9 = 9^(1/4). Raising to the (1/2)x power gives (9^(1/4))^(x/2) = 9^( (1/4)*(x/2) ) = 9^(x/8).
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