The answer of factorization of the expression (3x - 2y)(a + b) + (4x - 3y)(a + b) is
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ANSWER: (7x - 5y)(a + b)
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Answer:
Given :-
➜ (3x - 2y)(a + b) + (4x - 3y)(a + b)
Solution :-
➜ (3x - 2y)(a + b) + (4x - 3y)(a + b)
➞ (a + b) {(3x - 2y) + (4x - 3y)} [ Taking (a + b) common ]
➞ (a + b) (3x - 2y + 4x - 3y)
➞ (a + b) (3x + 4x - 2y - 3y)
➞ (a + b) (7x - 5y)
∴ The answer of this question is
(a + b) (7x - 5y)
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