Factorize:2x + 3xy + 2y + 3y2

Q3 of 157 Page 30

Factorize:
2x + 3xy + 2y + 3y²

Given 2x + 3xy + 2y + 3y² = (x×2 + x×3y + y×2 + y×3y)

Taking x common from 1^st and 2^nd term and y from 3^rd and 4^th,

2x + 3xy + 2y + 3y² = x(2 + 3y) + (y)(2 + 3y)

⇒ 2x + 3xy + 2y + 3y²= (x + y) (2 + 3y)

Factorize:

2ab + 2b + 3a

Factorize:

6xy – 4y + 6 – 9x

Factorize:

15b² – 3bx2 – 5b + x²

Factorize:

a²x² + axy + abx + by

Questions · 157

1. Algebra

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