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Question
Factorize each of the following algebraic expressions: \(7a(2x-3) + 3b (2x - 3)\)
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Solution
Given expression: \(7a(2x - 3) + 3b(2x - 3)\)
\(\therefore 7a(2x-3) + 3b(2x - 3)\)
\(= (2x-3) (7a + 3b) \) [Taking \((2x-3)\) common]
Hence, the factorized form is \((2x-3) (7a + 3b).\)
\(\therefore 7a(2x-3) + 3b(2x - 3)\)
\(= (2x-3) (7a + 3b) \) [Taking \((2x-3)\) common]
Hence, the factorized form is \((2x-3) (7a + 3b).\)
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