Mathematics · Integration
∫ (log 2x)3 dx =
- 1x [ (log 2x)3 - 6(log 2x)2 + 18(log 2x) - 54 ] + c
- 2x2 [ (log 2x)3 - 3(log 2x)2 + 3(log 2x) - 6 ] + c
- 3x4 [ 4(log 2x)3 - 6(log 2x)2 + 6(log 2x) - 3 ] + c
- 4x [ (log 2x)3 - 3(log 2x)2 + 6(log 2x) - 6 ] + c✓
Correct answer
x [ (log 2x)3 - 3(log 2x)2 + 6(log 2x) - 6 ] + c
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