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Factor 5k2 - 35k3
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Hey, this is History Section, kindly post questions in relevant sections from the next time :). Meanwhile, factorizing this: A \(5k^2\) is common in both the terms of this expression. So, I divide both terms by \(5k^2\), and keep the \(5k^2\) outside. Hence: \(5k^2 - 35k^3\) \(=5k^2(1 - 7k)\) Was that understood?
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