Log * [Sol Part Wet & X G 14. C Ine |G Whi C Whi Sea * Cou * Mid * Cou * 416 * 416 * Cou |M (no | Cou |C 50. G Finc G cha + V X > C A leocontent.umgc.edu/content/dam/course-content/tus/math/math-140/document/Full_Book.pdf Homework Market [Solved] Python pro... Mail - Ebote Ekume... Memo_White_Pape... bid CMIS 102 Group Se.. Willa Arlo Interiors... H Luxury rentals in Da... otto Amenities & Gallery... Course Home =Full_Book.pdf 339 / 363 - 100% + : Fig. 10 Fig. 11 Fig. 12 Fig. 13 339 In problems 13 - 33, verify that F(x) is an antiderivative of the integrand f(x) and use Part 2 of the Fundamental Theorem to evaluate the definite integrals. 13. J 2x dx , F(x ) = 12+5 14. J 3x 2 dx , F(x ) = 13 + 2 15. J x 2 dx , F(1 ) = 3 x3 0 3. 16. S (x2 + 4x - 3) dx, F(x) = 3 x3 + 2x2 - 3x 17. Sax , F(x ) = In(x ) 0 340 UI 3 18. J Ydx , F(x) = In( x ) +4 xax , F(x) = In(x ) 20. ] - dx , F(x) = In(x ) + 2 N 1/2 IT/ 2 21. J cos(x) dx , F(x) = sin(x) 22. [sin(x) dx , F(x) = - cos(x) 23. J Vr dx , F(x) =3 3/2 0 -. Th - 24. J Vx dx , F(x) = 3 3/2 25. J Vx dx , F(x) =3x3/2 . J avy dx , F(x ) = Vi 1 341 IMG_2021.jpg IMG_2019.jpg IMG_2018.jpg Show all X IMG_2020.jpg 70F Q Search myhp W 9:41 PM 4/11/2023 9 Clear