Add. (7s^2 + 8s + 3) + (9s + 3) ______

Identify Like Terms: Identify the like terms in both polynomials. (7s^2 + 8s + 3) + (9s + 3) can be rearranged as (7s^2) + (8s + 9s) + (3 + 3).Combine Like Terms: Combine the like terms. 7s^2 remains unchanged as there are no other s^2 terms. 8s + 9s = 17s since they are like terms. 3 + 3 = 6 since they are constant terms.Write Final Expression: Write the final expression after combining like terms. The sum of the polynomials is 7s^2 + 17s + 6.

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Add. $\newline$ $(7s^2 + 8s + 3) + (9s + 3)$ $\newline$ ______

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Algebra 1

Add and subtract polynomials

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Q. Add.

\newline

(7s^2 + 8s + 3) + (9s + 3)

\newline

______

Identify Like Terms: Identify the like terms in both polynomials. $\newline$ $(7s^2 + 8s + 3) + (9s + 3)$ can be rearranged as $(7s^2) + (8s + 9s) + (3 + 3)$ .
Combine Like Terms: Combine the like terms. $\newline$ $7s^2$ remains unchanged as there are no other $s^2$ terms. $\newline$ $8s + 9s = 17s$ since they are like terms. $\newline$ $3 + 3 = 6$ since they are constant terms.
Write Final Expression: Write the final expression after combining like terms. $\newline$ The sum of the polynomials is $7s^2 + 17s + 6$ .