Complete the following chart and factorize.

(x-10)(5x+6)

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(x+10)(5x-6)

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(x-10)(6x-5)

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(x+10)(6x+5)

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Solution

The correct option is D
(x+10)(6x+5)

The algebraic expression is $6 x^{2} + 60 x + 5 x + 50$ which is $6 x^{2} + 65 x + 50$ .

The factors of $6 x^{2}$ are $2 x, 3 x, x, 6 x .$

The factors of 50 are 2, 25, 5, and 10.

$6 x (x + 10) + 5 (x + 10)$

$(x + 10) (6 x + 5)$

Suggest Corrections

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2 x - 3 = \frac{3}{10} (5 x - 12)

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Solve:

$2 x - 3 = \frac{3}{10} (5 x - 12)$ .

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