Question

rewrite the expression by factoring out (x-8)

Answer 1

Let us factor out (x - 8).

Divide each term by (x - 8).

(x - 8)[5x^2 - 3]

(x - 8)(5x^2 - 3)

Done.

Did you follow?

Answer 2

  Factored form of the expression will be (x - 8)(5x²- 3).

Factorization of the expression by finding GCF,

• To factorize an expression find the GCF of the terms given in the expression.
• Then factor out the GCF.

Given expression in the question is,

5x²(x - 8) - 3(x - 8)

"Greatest common factor" of two terms given in the expression is,

(x - 8)

Factor out the GCF from both the terms,

(x - 8)(5x² - 3)

    Therefore, factored form of the expression will be (x - 8)(5x²- 3).

Learn more about the factorization here,

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