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(2x-1) is common to bother the numerator and denominator of f(x)/g(x). You are left with x in the numerator.
The correct answer is D.
@SwiftDrift Explain Please ?
hold on let me double check
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Your fundamental understanding of algebra is flawed.
So It's D?
Yes, stand by for explanation.
wow -_- thxs for letting me know ;p jk. btw sorry for wrong work/answer
f(x) = x(2x-1) g(x) = 2x - 1 \[\frac{ f(x) }{ g(x) } = \frac{ x(2x - 1) }{(2x - 1) }\] We have (2x - 1) on both top and bottom. Anything divided by itself is 1, so we can eliminate common terms from the numerator and denominator. We are left with x in the numerator.
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Thanks :)
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