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5x∛69=6x√59 solve for x

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Accepted Answer

[tex]5x \sqrt[3]{69}=6x \sqrt{59}\ \ \ \Leftrightarrow\ \ \ 5x \sqrt[3]{69}-6x \sqrt{59}=0\\\\x(5 \sqrt[3]{69}-6 \sqrt{59})=0\ \ \ \Leftrightarrow\ \ \ x=0[/tex]

Accepted Answer

5x∛69 = 6x√59Subtract 6x√59 from each side:5x∛69 - 6x√59 = 0Factor the left side:x (5∛69 - 6√59) = 0Divide each side by (5∛69 - 6√59) :x = 0

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