Solve for w. 4(w - 9) + 13 > 1 ______

Distribute 4: Distribute 4 into the parentheses: 4(w - 9) + 13 > 1 becomes 4w - 36 + 13 > 1.Combine like terms: Combine like terms: 4w - 36 + 13 simplifies to 4w - 23 > 1.Isolate variable term: Isolate the variable term 4w by adding 23 to both sides of the inequality: 4w - 23 + 23 > 1 + 23 becomes 4w > 24.Divide to solve: Divide both sides of the inequality by 4 to solve for w: 4w/4 > 24/4 becomes w > 6.

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Solve for $w$ . $\newline$ 4(w - 9) + 13 > 1

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Algebra 1

Solve advanced linear inequalities

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Q. Solve for

w

\newline

4(w - 9) + 13 > 1

Distribute $4$ : Distribute $4$ into the parentheses: 4(w - 9) + 13 > 1 becomes 4w - 36 + 13 > 1.
Combine like terms: Combine like terms: $4w - 36 + 13$ simplifies to 4w - 23 > 1.
Isolate variable term: Isolate the variable term $4w$ by adding $23$ to both sides of the inequality: 4w - 23 + 23 > 1 + 23 becomes 4w > 24.
Divide to solve: Divide both sides of the inequality by $4$ to solve for $w$ : \frac{4w}{4} > \frac{24}{4} becomes w > 6.