Please, could you do the ones that are circled

Exercises 5.3 Terms and Concepts 16. 1 - ete - e te 1. A fundamental calculus technique is to use_ fine approximations to get an exact answer. _to re- In Exercises 17 - 24, evaluate the summation using Theorem 5.3.1. 2. What is the upper bound in the summation (487 - 201)? 1=7 17. 3. This section approximates definite integrals using what ge- ometric shape? IM 4. T/F: A sum using the Right Hand Rule is an example of a Riemann Sum. 19. ( 37 - 21 ) Problems In Exercises 5-12, write out each term of the summation and (23 - 1 compute the sum. 5 . (-47 + 107 - 71 + 11) 6. ) ( 41 - 2) 22. (P - 31 + 21 + 7 ) 23. 1 + 2 + 3 + ... + 99 + 100 sin ( Ti / 2 ) - 2 24. 1 + 4 +9 + ... + 361 + 400 Theorem 5.3.1 states "8 . ) Ear = Cata 9 . Ca = Cai - a. Use this fact, along with other parts of Theorem 5.3.1, to eval- uate the summations given in Exercises 25 - 28. 10 5 ( - 1 )' 25. 26. 12. ) [ ( - 1 )'cos ( 7/ ) In Exercises 13 - 16, write each sum in summation notation. 12 13. 3 + 6 +9+ 12 + 15 14. -1 + 0+3+8+15 + 24 + 35 + 48 + 63 28. IM +3 + 4+ 234