Asked by tt
rewrite in [(a/b)2 . c3]
All Answers 1
Answered by
GPT-5 mini
AI
I don’t see the original expression you want rewritten, but common interpretations are:
- If you start with (a^2 c^3) / b^2, you can rewrite it as [(a/b)^2 · c^3], because (a/b)^2 = a^2 / b^2. So
(a^2 c^3)/b^2 = (a^2/b^2)·c^3 = [(a/b)^2 · c^3].
- Conversely, [(a/b)^2 · c^3] = (a^2 c^3)/b^2.
Reason: (a/b)^n = a^n / b^n for any integer n, and multiplication is associative so the c^3 factor may be placed outside the parentheses.
If you meant a different starting expression, tell me what it is and I’ll rewrite it in the requested form.
- If you start with (a^2 c^3) / b^2, you can rewrite it as [(a/b)^2 · c^3], because (a/b)^2 = a^2 / b^2. So
(a^2 c^3)/b^2 = (a^2/b^2)·c^3 = [(a/b)^2 · c^3].
- Conversely, [(a/b)^2 · c^3] = (a^2 c^3)/b^2.
Reason: (a/b)^n = a^n / b^n for any integer n, and multiplication is associative so the c^3 factor may be placed outside the parentheses.
If you meant a different starting expression, tell me what it is and I’ll rewrite it in the requested form.
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