Find the value of r: 154=-4(8+6r)+24 r

Distribute -4 into parentheses: First, distribute the -4 into the parentheses. 154 = -4 * 8 - 4 * 6r + 24r 154 = -32 - 24r + 24rCombine like terms: Next, combine like terms on the right side of the equation. 154 = -32 - 24r + 24r 154 = -32 + (24r - 24r) 154 = -32

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Find the value of r: $\newline$ $154=-4(8+6r)+24r$

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Algebra 1

Solve linear equations: mixed review

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Q. Find the value of r:

\newline

154=-4(8+6r)+24r

Distribute $-4$ into parentheses: First, distribute the $-4$ into the parentheses. $154 = -4 \times 8 - 4 \times 6r + 24r$ $154 = -32 - 24r + 24r$
Combine like terms: Next, combine like terms on the right side of the equation. $\newline$ $154 = -32 - 24r + 24r$ $\newline$ $154 = -32 + (24r - 24r)$ $\newline$ $154 = -32$