Mathematics · Calculus
The value of ∫ x3/2√(1 + x5) dx is:
- 112 log(√(1 + x5)) + c
- 225 log(x5/2 - √(1 + x5)) + c
- 325 log(x5/2 + √(1 + x5)) + c✓
- 412 log(1 + x51 - x5) + c
Correct answer
25 log(x5/2 + √(1 + x5)) + c
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