Identify GCF: Identify the greatest common factor (GCF) of the terms in the expression 6p + 2. The terms are 6p and 2. The GCF of 6 and 2 is 2.Factor out GCF: Factor out the GCF from the expression. The expression 6p + 2 can be written as 2(3p) + 2(1), which simplifies to 2(3p + 1).Check factored expression: Check the factored expression to ensure that it is equivalent to the original expression when expanded. Expanding 2(3p + 1) gives 2*3p + 2*1, which simplifies to 6p + 2. This matches the original expression, so there is no math error.

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Factor $6 p+2$

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Math Problems

Algebra 1

Factor quadratics with leading coefficient 1

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Q. Factor

6 p+2

Identify GCF: Identify the greatest common factor (GCF) of the terms in the expression $6p + 2$ . The terms are $6p$ and $2$ . The GCF of $6$ and $2$ is $2$ .
Factor out GCF: Factor out the GCF from the expression. $\newline$ The expression $6p + 2$ can be written as $2(3p) + 2(1)$ , which simplifies to $2(3p + 1)$ .
Check factored expression: Check the factored expression to ensure that it is equivalent to the original expression when expanded. $\newline$ Expanding $2(3p + 1)$ gives $2\cdot3p + 2\cdot1$ , which simplifies to $6p + 2$ . This matches the original expression, so there is no math error.