Which Product Of Prime Polynomials Is Equivalent To 36X3 – 15X2 – 6X? X(3X – 2)(4X + 1) 3X(3X – 2)(4X + 1) 3(X2 + 1)(4X – 1) 3(X2 + 1)(4X + 1)

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Which Product Of Prime Polynomials Is Equivalent To 36X3 – 15X2 – 6X? X(3X – 2)(4X + 1) 3X(3X – 2)(4X + 1) 3(X2 + 1)(4X – 1) 3(X2 + 1)(4X + 1). The correct choice from the provided. [tex]$x = 4 \pm \sqrt{40}$[/tex] b.

Factor the following polynomials x^2 3x 4 2x^2 from www.chegg.com

Now you look for b. [tex][tex]$x = 3 \pm \sqrt{10}$[/tex][/tex] c. Then you find a and c.

[Tex]$X = 4 \Pm \Sqrt{40}$[/Tex] B.

[tex][tex]$x = 3 \pm \sqrt{10}$[/tex][/tex] c. The correct choice from the provided. Click here to get an answer to your question:

First You Use The X Method T.

After you find and c you times them together. Then you find a and c. Now you look for b.

Determine The Value Of [Tex]N[/Tex] In The Equation:

The polynomial 36 x 3 − 15 x 2 − 6 x can be factored as 3 x (3 x − 2) (4 x + 1) after identifying the gcf and factoring the resulting quadratic.

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