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how would you check that 1/3x is the quotient of (6x^2/24x)/(4x^3/12x)?
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To do a quick check, you can graph each expression separately. If the two graphs line up perfectly, then the two are identical (and therefore the same).
what about a way through equation?
Well you can try this You basically want the two expressions. So you want to show that (6x^2/24x)/(4x^3/12x) = 1/3x is true for all allowed values of x So if you solve that equation, you should get something like 0 = 0, which would imply that there are an infinite number of solutions (which would mean that the two sides are the same)
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