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Show all work to receive any credit. 1. Evaluate the following integral or state that it...
Question 18 For the following questions, you must show all work to receive full credit. Not yet answered Points out of 30.00 1 Vx da (a) Evaluate Jo 1 + x3 P Flag question poo e dx (b) Evaluate the improper integral Jo e2x + 1 er integrat (cº de toi cel Evaluate , * con lo) sin(as) de (c) Evaluate os? (x) sin? (x) dx (d) Evaluate the dx lo (e) Show work to calculate/justify why the following integral...
Show all work. Incomplete answers may receive little or no credit. 1. Briefly explain why the sequence (34+3 converges, while the series 23+2 diverges. For each of the following, determine if the series converges or diverges. Be sure to state what test you use. If the series is geometric & converges, find the sum. 5 -1 gn+1 5 el/n 5. 1 - 9 + - 1 - 6 + 1 - 4 + -3 8
Show all work. Answers without supporting work will receive no credit. 1.) Evaluate the limit using l'hopital's rule if necessary b.) lim xan a.) lim Please write clearly.
8. (7 points) Evaluate the indefinite integral using a substitution. State the substitution and show all work to justify your result for credit. dx V1 - 4x2 sin-1(2x)
Problem 1 Calculate the following integral. In order to receive credit you must show all your reasoning.
- suu must SNOW ALL work to receive any credit. No work, no credit. 1. The following figures show various charges moving through magnetic fields. Indicate the direction of magnetic force (if applicable). (6 points) BA X BX X x Fis going into the page since charge is x x F is going upward nof pfect charge is
please show work? Determine whether the integral is convergent or divergent. If it is convergent, evaluate it. (If the quantity diverges, enter DIVERGES.) 1+1 61 +2= convergent divergent
Please show as much work as you can to receive full credit. You may turn this sheet in or work on a separate sheet of paper (Relevant Section: 15.2) Problem. (This one is a bit tough) Evaluate the following improper integral sin(a) dr. e" sin(r) dy dx. Apply Fubini's theorem to reverse the order (Hint: Consider the iterated integral of integration and evaluate this integral in two different ways. With respect to a, you will have to integrate by parts!)...
Evaluate the following integral or state that it diverges. 00 dx 1 x +49 Select the correct choice below and, if necessary, fill in the answer box to complete your choice. 00 O A. dx s x? +49 (Type an exact answer, using e as needed.) 00 OB. The improper integral diverges.
Evaluate the following integral or state that it diverges. 00 dx S x2 + 256 - 00 Select the correct choice below and, if necessary, fill in the answer box to complete your choice. dx ОА. s (Type an exact answer, using * as needed.) + 256 OB. The improper integral diverges.