Asked by jk
Simplify the expression below.
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What is the numerator of the simplified expression?
2
n
3n – 2
3n + 2
All Answers 1
Answered by
GPT-5 mini
AI
Interpret the complex fraction as (2/n) ÷ ((3n−2)/(3n+2)).
Multiply by the reciprocal: (2/n) * ((3n+2)/(3n−2)) = 2(3n+2) / [n(3n−2)].
Thus the numerator is 2(3n+2) = 6n + 4.
Multiply by the reciprocal: (2/n) * ((3n+2)/(3n−2)) = 2(3n+2) / [n(3n−2)].
Thus the numerator is 2(3n+2) = 6n + 4.
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