Simplify the expression: -6s + -5s + -3s + -9s ____

Identify Like Terms: Identify like terms in the expression -6s + -5s + -3s + -9s. All terms are like terms because they all contain the variable 's' with different coefficients.Combine Like Terms: Combine like terms by adding the coefficients of 's'. -6s + -5s + -3s + -9s = (-6 - 5 - 3 - 9)s = (-6 - 5)s + (-3 - 9)s = (-11)s + (-12)s = -11s - 12sAdd Coefficients: Add the coefficients -11 and -12 to get the final coefficient for 's'. -11s - 12s = (-11 - 12)s = -23s

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Simplify the expression: $\newline$ $-6s + -5s + -3s + -9s$

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Algebra 1

Simplify variable expressions involving like terms and the distributive property

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Q. Simplify the expression:

\newline

-6s + -5s + -3s + -9s

Identify Like Terms: Identify like terms in the expression $-6s + -5s + -3s + -9s$ . All terms are like terms because they all contain the variable $s$ with different coefficients.
Combine Like Terms: Combine like terms by adding the coefficients of $s$ .
$-6s + -5s + -3s + -9s$
= $(-6 - 5 - 3 - 9)s$
= $(-6 - 5)s + (-3 - 9)s$
= $(-11)s + (-12)s$
= $-11s - 12s$
Add Coefficients: Add the coefficients $-11$ and $-12$ to get the final coefficient for $s$ . $-11s - 12s = (-11 - 12)s = -23s$