Add. (3v^2 + 8v + 3) + (2v^2 + 7v) ______

Write Polynomials: Write down the polynomials to be added. We have two polynomials: (3v^2 + 8v + 3) and (2v^2 + 7v). We need to combine like terms to find the sum.Combine v^2 Terms: Combine the v^2 terms. Add the coefficients of the v^2 terms from both polynomials. 3v^2 + 2v^2 = 5v^2Combine v Terms: Combine the v terms. Add the coefficients of the v terms from both polynomials. 8v + 7v = 15vCombine Constant Terms: Combine the constant terms. Since there is only one constant term in the first polynomial, we simply bring it down. 3Write Final Sum: Write down the final sum of the polynomials. Combine the results from steps 2, 3, and 4. 5v^2 + 15v + 3

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Add. $\newline$ $(3v^2 + 8v + 3) + (2v^2 + 7v)$ $\newline$ ______

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Algebra 2

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Q. Add.

\newline

(3v^2 + 8v + 3) + (2v^2 + 7v)

\newline

______

Write Polynomials: Write down the polynomials to be added. $\newline$ We have two polynomials: $3v^2 + 8v + 3$ and $2v^2 + 7v$ . We need to combine like terms to find the sum.
Combine $v^2$ Terms: Combine the $v^2$ terms. $\newline$ Add the coefficients of the $v^2$ terms from both polynomials. $\newline$ $3v^2 + 2v^2 = 5v^2$
Combine $v$ Terms: Combine the $v$ terms. $\newline$ Add the coefficients of the $v$ terms from both polynomials. $\newline$ $8v + 7v = 15v$
Combine Constant Terms: Combine the constant terms. $\newline$ Since there is only one constant term in the first polynomial, we simply bring it down. $\newline$ $3$
Write Final Sum: Write down the final sum of the polynomials. $\newline$ Combine the results from steps $2$ , $3$ , and $4$ . $\newline$ $5v^2 + 15v + 3$