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What are the steps to factor 36x - 49x^3?
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First extract common factor x, \[x(36-49x^2)\] Then solve the second product, \[36-49x^2=0\Rightarrow x=\pm\frac{6}{7}\] So, we have solve \[x(x-6/7)(x+6/7)=0\] Manipulating, to express in factors \[x(7x-6)(7x+6)\]
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