. Do as indicated. (a) Find the area of the intersection of the regions enclosed by the r = 2 and 3 – 2 cos 0. 1. Complete the table of values by using numbers rounded off to the four deci places. 27 31 5x 3 6 r = 3 – 2 cos 0 7x 6. 11a 7x 4 3x 4 4x 3 3 r = 3 – 2 cos 0 2. Show computation for points of intersection. 3. Show the graphs for both curves.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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IV. Do as indicated.
(a) Find the area of the intersection of the regions enclosed by the r = 2 and r =
3 – 2 cos 0.
1. Complete the table of values by using numbers rounded off to the four decimal
places.
27
37
5x
3
4
6
r = 3 – 2 cos 0
5x
4
11x
37
57
3
4
r = 3 – 2 cos 0
2. Show computation for points of intersection.
3. Show the graphs for both curves.
与3
Transcribed Image Text:IV. Do as indicated. (a) Find the area of the intersection of the regions enclosed by the r = 2 and r = 3 – 2 cos 0. 1. Complete the table of values by using numbers rounded off to the four decimal places. 27 37 5x 3 4 6 r = 3 – 2 cos 0 5x 4 11x 37 57 3 4 r = 3 – 2 cos 0 2. Show computation for points of intersection. 3. Show the graphs for both curves. 与3
1/2
Зя /4
7/4
0 -
57/4
77/4
37/2
4. Computation for the area of intersection.
Transcribed Image Text:1/2 Зя /4 7/4 0 - 57/4 77/4 37/2 4. Computation for the area of intersection.
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