Q 1: Factorize, 2x^{2}11x+12. (3x2)(x6) (2x3)(x4) (3x6)(x4) (3x6)(x5)

Q 2: Factorize, x^{2}+2xy24y^{2}. (x+6y)(x4y) None of these (x+6y)(x+4y) (x6y)(x4y)

Q 3: Factorize, 4x^{4}25x^{2}+36. None of these (x2)(x2)(2x+3)(2x3) (x+2)(x2)(2x3)(2x3) (x+2)(x2)(2x+3)(2x3)

Q 4: Factorize, (x^{2}2x)^{2}11(x^{2}2x)+24. (x^{2}2x3)(x^{2}+2x8) None of these (x^{2}2x3)(x^{2}2x8) (x^{2}+2x3)(x^{2}2x8)

Q 5: Factorize, x^{2}+10x+21. (x+2)(x+7) None of these (x+3)(x+7) (x+4)(x+8)

Q 6: a^{2} + 2ab  15b^{2} (ab)(a+b) (a3b)(a+5b) (a5b)(a+3b)

Q 7: Factorize, x^{2}+10x+16. (x+8)(x+3) (x+7)(x+2) (x+8)(x+2)

Q 8: The quadratic x^{2}  10x + 25 can be factored as (x5)(x_) Answer:

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Question 10: This question is available to subscribers only!

