factorise the equation in picture
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Answered by
1
Here we go:




Answered by
2
please ignore the last part. the correct answer is:
(2a - 3b)^2 = (2x -2y -3x -3y)^2= (-x -5y)^2
(2a - 3b)^2 = (2x -2y -3x -3y)^2= (-x -5y)^2
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AbhinashDutta:
(2x-3b)^2 = (2x -2y -3x -3y)^2 = (-x-5y)^2 is the correct answer
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