Mathematics · Calculus
The integral ∫ (x5 - x)1/5x6 dx is equal to (where C is an arbitrary constant):
Verified Solution4 OptionsUpdated: October 2026👁️1 View
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- 1(1 - 1/x4)4/5 + C
- 2(x4 - 1/x4)6/5 + C
- 3524 (1 - 1/x4)6/5 + C✓
- 4524 (x4 - 1/x4)6/5 + C
Correct answer
524 (1 - 1/x4)6/5 + C
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