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- 1. Multiple ChoiceFind the antiderivative of
x2(1/3)x3+Cx3(1/3)x32x - 2. Multiple ChoiceFind the antiderivative of
4x-74 +C2x2-7x+Cx2-7x + C8x2 + C - 3. Multiple ChoiceWhat is an antiderivative?The opposite of a derivativeThe same as a derivativeA second derivativeIt always represents velocity.
- 4. Multiple ChoiceWhen do you add C when finding antiderivatives?AlwaysSometimesNever
- 5. Multiple ChoiceWhat does C represent in an antiderivative?A variableA constantNone of theseUnknown
- 6. Multiple ChoiceFind the antiderivative of
(1/3)x3-5x(1/12)x4-(5/2)x2+C(1/4)x4-(1/2)x2+C(1/12)x3-(5)x2+C(12)x4-(5)x2+C - 7. Multiple ChoiceGiven v(t) = x-9, find the general equation for the antiderivative.(1/8)x-8 + C(-1/8)x-8 + C(1/10)x10(-1/8)x-8
- 8. Multiple Choice∫(4 - 18x)dxF(x) = -18F(x) = 4x - 9x2F(x) = 4x - 9x2 + CF(x) = (4 - 18x)2 /2 + C
- 9. Multiple Choice∫ 1/x dxln xln x + C-1/x²-1/x² + C
- 10. Multiple Choice∫ - sinx dx-cos x + Ccos x + Ctan x + C1/√1- x²
- 11. Multiple Choice∫ 4 dx04t + C4x + C2x2 + C
- 12. Multiple Choice∫-csc2x dxcscx + Ccotx + Csecx + Ctanx + C
- 13. Multiple Choice∫secxtanx dx =secx + C-secx + Ctanx + C-tanx + C
- 14. Multiple Choice∫cscxcotx dx =cscx + C-cscx + Ccotx + C-cotx + C
- 15. Multiple Choice∫csc2x dx =-cotx + Ccotx + C-tanx + Ctanx + C
- 16. Multiple Choice∫sec2x dx =-cotx + Ccotx + C-tanx + Ctanx + C
- 17. Multiple Choice∫cosx dx =-secx + Csecx + Csinx + C-sinx + C
- 18. Multiple Choice∫ 3ex dxex /3ex + C3ex+1/(x+ 1) + C3ex + C
- 19. Multiple Choice
INTEGRATEABCD - 20. Multiple ChoiceIntegrateABCD
- Answer choicesTagsAnswer choicesTags