Please show your work.

6. (1 point) (Use symbolic notations and fraction where needed.) Similar to 5.1.20 in Rogawski/Adams. Calculate Ma for f(x) = Vx over [3, 4]. E bi = MA =_ Answer(s) submitted: [ (bj + 2b, ) =_ 1=1 3 bk - (incorrect) [Note: The "+1" is part of the index] *=1 bk+ 1 7. (1 point) Answer(s) submitted: Similar to 5.1.25 in Rogawski/Adams. Write the sum (46 + 1) + (47 + 1) + (48 + 1) + (49 + 1)+ (4 + 1) in summation notation in terms of k. (incorrect) 10. (1 point) (Use symbolic notation and fractions where needed.) Similar to 5.1.47 in Rogawski/Adams. Calculate lim Rn, where f(x) = 6x over the interval [0, 6]. Ax = _ Right endpoint of the it rectangle = (in Answer(s) submitted: terms of i and n) Height at the right endpoint =. (in terms of i (incorrect) and n) 8. (1 point) Area of the ith rectangle = (in terms of i and Similar to 5.1.29 in Rogawski/Adams. n) Area of all of the rectangles = Rn= (in Calculate the following: terms of n and no summation symbol) lim Rn = 23= - 11-100 5 3 3= Below is a video which you might find helpful when finding the EXACT area under a curve using Riemann Sums.. Ck =_ Answer(s) submitted: jiframe width="600" height="500" src="https://montana.techsmithrelay.c frameborder="0" allowfullscreen/j/iframez If the video does not work, click here to go to the video directly. Answer(s) submitted: (incorrect) 9. (1 point) Similar to 5.1.31 in Rogawski/Adams. . . . Let bj = 10 , b2 = 12, b3 = 13, and b4 = 14. Calculate the following sums, (incorrect) Generated by OWeB Work, http://webwork.man org. Mathematical Association of AmericaRex Wu $22M171 Assignment 5.2 due 04/27/2022 at 08:00pm MDT 1. (1 point) Similar to 5.2.1 in Rogawski/Adams. Draw a graph of the signed area represented by the integral and compute it using geometry. (Use symbolic notation and fractions where needed.) 10 Sx dx = -1 1.0 Answer(s) submitted: (incorrect) 2. (1 point) Similar to 5.2.7 in Rogawski/Adams. Draw a graph of the signed area represented by the integral and compute it using geometry. a) So 5f(x) dx = _ b) So 3 f ( x ) dx = _ (Use symbolic notation and fractions where needed.) c) Si 3f (x) dx = _ d) S1 12f (x) | dx = V36 - x2 dx =_ Answer(s) submitted: Answer(s) submitted: (incorrect) . . 3. (1 point) Similar to 5.2.8 in Rogawski/Adams. Draw a graph of the signed area represented by the integral and compute it using geometry. (incorrect) (Use symbolic notation and fractions where needed.) ( 10 -1x) dx=. Answer(s) submitted: (incorrect) 4. (1 point) 5. (1 point) Similar to 5.2 13,14 in Rogawski Similar to 5.2.16 in Rogawski/Adams. Evaluate the integrals for f(x) shown in the figure below. The Find a, b, and c such that / g(t) di and / g(t) di are as large two parts of the graph are semicircles. as possible