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Simplifying 596s + 954(s + 3.5) = 7989 Reorder the terms: 596s + 954(3.5 + s) = 7989 596s + (3.5 * 954 + s * 954) = 7989 596s + (3339 + 954s) = 7989 Reorder the terms: 3339 + 596s + 954s = 7989 Combine like terms: 596s + 954s = 1550s 3339 + 1550s = 7989 Solving 3339 + 1550s = 7989 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-3339' to each side of the equation. 3339 + -3339 + 1550s = 7989 + -3339 Combine like terms: 3339 + -3339 = 0 0 + 1550s = 7989 + -3339 1550s = 7989 + -3339 Combine like terms: 7989 + -3339 = 4650 1550s = 4650 Divide each side by '1550'. s = 3 Simplifying s = 3
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