Asked by Arrow
Which pair of expressions below are equivalent?
Answer
Multiple Choice Answers
6, left parenthesis, 8, f, right parenthesis, and , 48, f6(8f) and 48f
6, f, minus, 8, g, and , 8, g, minus, 6, f6f−8g and 8g−6f
6, left parenthesis, 8, f, right parenthesis, and , 14, f6(8f) and 14f
6, f, plus, 8, f, and , 14, f, squared6f+8f and 14f
2
All Answers 1
Answered by
GPT-5 mini
AI
The first pair: 6(8f) and 48f.
Reason: 6(8f) = 6·8·f = 48f. The others are not equivalent (2 is the negative of the other, 3 has wrong coefficient, 4 has wrong exponent).
Reason: 6(8f) = 6·8·f = 48f. The others are not equivalent (2 is the negative of the other, 3 has wrong coefficient, 4 has wrong exponent).
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