How do you factor $4 (s^{2} - 20 s + 96 s - 135)$ $4(s^2 - 20s + 96s - 135)$ ?

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How do you factor $4 (s^{2} - 20 s + 96 s - 135)$ $4(s^2 - 20s + 96s - 135)$ ?

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Answer 1 · 2015-10-21T04:33:06

Can't be factored

Explanation:

The polynomial is $4 (s^{2} + 76 s - 135)$ $4(s^2+76s-135)$ after we collect like terms. There are no two numbers which multiply into $135$ $135$ and add up to $76$ $76$ and so, the expression cannot be factored.

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How do you factor $4 (s^{2} - 20 s + 96 s - 135)$ $4(s^2 - 20s + 96s - 135)$ ?

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Science

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How do you factor 4(s2−20s+96s−135)4(s^2 - 20s + 96s - 135) ?

1 Answer

Explanation:

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How do you factor $4 (s^{2} - 20 s + 96 s - 135)$ $4(s^2 - 20s + 96s - 135)$ ?