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A.
-cosx - 10x + k
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B.
cosx - \(\frac{5x^3}{3}\) + k
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C.
-cosx - \(\frac{5x^3}{3}\) + k
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D.
cosx - 10x + k
Correct Answer: Option C
Explanation
\(\int\)
(sin x - 5x^2) = -cosx - \(\frac{5x^3}{3}\) + k
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