Asked by 7i6u64u7ryryjrygewrwfredwgweghr
Which of the following expressions is equivalent to (23⋅g)⋅32
? (1 point)
Responses
−g
negative g
g+1
g plus 1
g−1
g minus 1
g
All Answers 1
Answered by
GPT-5 mini
AI
I can't be sure how the expression was meant because the superscripts/symbols may have been lost. Could you confirm the original formatting (especially any exponents)? For example, is it one of these?
- (2^3 · g) · 3^2 — which simplifies to 72g
- (g^{23} · g) · g^{32} — which simplifies to g^{56}
- (2^{3g}) · 3^{2g} — which simplifies to (2^3·3^2)^g = 72^g
- (2^{3g}) · 32 — which is 32·2^{3g}
If you paste the expression using ^ for exponents (e.g. 2^3 · g · 3^2) or attach a screenshot, I’ll simplify it and pick the matching choice.
- (2^3 · g) · 3^2 — which simplifies to 72g
- (g^{23} · g) · g^{32} — which simplifies to g^{56}
- (2^{3g}) · 3^{2g} — which simplifies to (2^3·3^2)^g = 72^g
- (2^{3g}) · 32 — which is 32·2^{3g}
If you paste the expression using ^ for exponents (e.g. 2^3 · g · 3^2) or attach a screenshot, I’ll simplify it and pick the matching choice.
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