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- 1. Multiple Choice
What should be used for u in the integral?no u needed4t2t31/4t2 - 2. Multiple ChoiceWhat should be assigned to u in the integral?2x24x5xno u needed
- 3. Multiple ChoiceWhat should u equal in this integral?csc(x)csc2xsin(x)cos(x)
- 4. Multiple ChoiceABCD
- 5. Multiple ChoiceABCD
- 6. Multiple ChoiceWhat should "du" equal in this integral?tanxsecx dxsecx dxsec2x dxtanx dx
- 7. Multiple Choice-cscx cotxcscx cotx-csc2xcsc2x
- 8. Multiple Choicesecx tanx-secx tanxtan2xcscx cotx
- 9. Multiple Choicesecx tanxsec2xcscx cotx-cscx cotx
- 10. Multiple Choicesinx-sinx-cscx cotxsec2x
- 11. Multiple ChoiceWhat method would you use here?antiderivativesu-substitutionintegration by partsslope fields
- 12. Multiple ChoiceWhat method would you use here?antiderivativesu-substitutionintegration by partsslope fields
- 13. Multiple ChoiceWhat method would you use here?antiderivativesu-substitutionintegration by partsslope fields
- 14. Multiple ChoiceWhat method would you use here?antiderivativesu-substitutionintegration by partsslope fields
- 15. Multiple ChoiceWhat method would you use here?antiderivativesu-substitutionintegration by partsslope fields
- 16. Multiple ChoiceWhat would you choose for your u here if you used integration by parts?xsinxcosxex
- 17. Multiple ChoiceWhat would you choose for your u here if you used integration by parts?t3te2tet
- 18. Multiple ChoiceSolve via integration by partsxcosx-sinx + C u2x(-cosx)-sinx + C u2x(-cosx)+sinx + C u2x(cosx)+sinx + C u2
- 19. Multiple ChoiceSolve via integration by parts3t(e2t)/2 - (e2t)/4 + C u23t(e2t)⋅2 - 3(e2t)⋅4 + C u23(e2t) - (e2t)/4 + C u23t(e2t)/2 - 3(e2t)/4 + C u2
- Answer choicesTagsAnswer choicesTags