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15 + 2s - s² = 0
shifting everything to RHS, we get–
s² - 2s - 15 = 0
s² - 5s + 3s - 15 = 0
s(s - 5) + 3(s - 5) = 0
(s + 3)(s - 5) = 0
s + 3 = 0 => s = -3
OR
s - 5 = 0 => s = 5
Hence, s = -3 or s = 5 satisfies the given equation.
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