QuestionAugust 25, 2025

Solve for s. -(s+3)+2.49=-2.51 S= square

Solve for s. -(s+3)+2.49=-2.51 S= square
Solve for s.
-(s+3)+2.49=-2.51
S= square

Solution
4.5(271 votes)

Answer

s = 2.00 Explanation 1. Simplify the equation Distribute the negative sign: -s - 3 + 2.49 = -2.51. 2. Combine constants on the left side Combine -3 + 2.49: -s - 0.51 = -2.51. 3. Isolate the variable s Add 0.51 to both sides: -s = -2.51 + 0.51. 4. Solve for s Simplify the right side: -s = -2.00. Multiply by -1: s = 2.00.

Explanation

1. Simplify the equation<br /> Distribute the negative sign: $-s - 3 + 2.49 = -2.51$.<br />2. Combine constants on the left side<br /> Combine $-3 + 2.49$: $-s - 0.51 = -2.51$.<br />3. Isolate the variable $s$<br /> Add $0.51$ to both sides: $-s = -2.51 + 0.51$.<br />4. Solve for $s$<br /> Simplify the right side: $-s = -2.00$. Multiply by $-1$: $s = 2.00$.
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