Factor the expression completely. 7x+6x^(2) Answer:

Identify Factors: Identify common factors in the terms of the expression. The expression is 7x + 6x^2. Both terms have an x in common. Additionally, we can look for numerical factors that are common to both coefficients, 7 and 6. There are no common numerical factors other than 1.Factor Out Common Variable: Factor out the common variable factor. Since both terms have an x, we can factor x out of the expression. This gives us x(7 + 6x).Check Further Factorization: Check if the expression inside the parentheses can be factored further. The expression inside the parentheses is 7 + 6x, which cannot be factored further since 7 and 6 have no common factors and the terms are not part of a special product or sum.Write Completely Factored Expression: Write down the completely factored expression. The expression 7x + 6x^2 is completely factored as x(7 + 6x).

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Factor the expression completely.

7x+6x^(2)
Answer:

Factor the expression completely. $\newline$ $7 x+6 x^{2}$ $\newline$ Answer:

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Math Problems

Grade 6

Evaluate numerical expressions involving integers

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Q. Factor the expression completely.

\newline

7 x+6 x^{2}

\newline

Answer:

Identify Factors: Identify common factors in the terms of the expression. The expression is $7x + 6x^2$ . Both terms have an $x$ in common. Additionally, we can look for numerical factors that are common to both coefficients, $7$ and $6$ . There are no common numerical factors other than $1$ .
Factor Out Common Variable: Factor out the common variable factor. Since both terms have an $x$ , we can factor $x$ out of the expression. This gives us $x(7 + 6x)$ .
Check Further Factorization: Check if the expression inside the parentheses can be factored further. The expression inside the parentheses is $7 + 6x$ , which cannot be factored further since $7$ and $6$ have no common factors and the terms are not part of a special product or sum.
Write Completely Factored Expression: Write down the completely factored expression. The expression $7x + 6x^2$ is completely factored as $x(7 + 6x)$ .