QuestionAugust 25, 2025

Solve for s. 55.72=6.57(s-94)- 29.44 S= square

Solve for s. 55.72=6.57(s-94)- 29.44 S= square
Solve for s.
55.72=6.57(s-94)- 29.44
S= square

Solution
4.0(221 votes)

Answer

s = 106.96 Explanation 1. Simplify the equation Start with 55.72 = 6.57(s - 94) - 29.44. Add 29.44 to both sides: 55.72 + 29.44 = 6.57(s - 94). 2. Calculate the left side Compute 55.72 + 29.44 = 85.16. 3. Solve for s Divide both sides by 6.57: s - 94 = \frac{85.16}{6.57}. 4. Calculate the division \frac{85.16}{6.57} \approx 12.96. 5. Isolate s Add 94 to both sides: s = 12.96 + 94. 6. Final calculation s = 106.96.

Explanation

1. Simplify the equation<br /> Start with $55.72 = 6.57(s - 94) - 29.44$. Add $29.44$ to both sides: $55.72 + 29.44 = 6.57(s - 94)$.<br /><br />2. Calculate the left side<br /> Compute $55.72 + 29.44 = 85.16$.<br /><br />3. Solve for $s$<br /> Divide both sides by $6.57$: $s - 94 = \frac{85.16}{6.57}$.<br /><br />4. Calculate the division<br /> $\frac{85.16}{6.57} \approx 12.96$.<br /><br />5. Isolate $s$<br /> Add $94$ to both sides: $s = 12.96 + 94$.<br /><br />6. Final calculation<br /> $s = 106.96$.
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