SOLUTION: y{cubed root(81x^2)}-{cubed root(24x^2y^3)}
I know that 3x^2 will go into both, but i'm not sure how to get the final answer. I think the answer would by y{cube root(3x^2)}, but
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-> SOLUTION: y{cubed root(81x^2)}-{cubed root(24x^2y^3)}
I know that 3x^2 will go into both, but i'm not sure how to get the final answer. I think the answer would by y{cube root(3x^2)}, but
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Question 887288: y{cubed root(81x^2)}-{cubed root(24x^2y^3)}
I know that 3x^2 will go into both, but i'm not sure how to get the final answer. I think the answer would by y{cube root(3x^2)}, but I'm confused on how to solve these types of problems. Thanks SO much in advance!! Found 2 solutions by MathTherapy, lwsshak3:Answer by MathTherapy(10556) (Show Source):
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y{cubed root(81x^2)}-{cubed root(24x^2y^3)}
I know that 3x^2 will go into both, but i'm not sure how to get the final answer. I think the answer would by y{cube root(3x^2)}, but I'm confused on how to solve these types of problems. Thanks SO much in advance!!