Which integral represents the area of R? Choose 1 answer: 3π A 16³ (²1 + 2 cos² (0) + 2 cos¹ (0)) de 2 •3π 4 Ⓒ ³ (1 + cos² (0) + cos² (4) ) de B 4 3π √ ²³ ( ²7 + cos² (0) + cos² (0) ) de (0)) de 3π 2 [² 1 2 + 2 cos² (0) + 2 cos¹ (0)) de D

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Which integral represents the area of R?
Choose 1 answer:
•3π
4
A
6.5 (²1 + 2 cos² (0) + 2 cos*¹ (0)) d6
2
•3π
4
Ⓒ ³ (1 + cos² (0) + cos² (4) ) de
B
4
3π
√ ²³ ( ²7 + cos² (0) + cos² (0) do
3π
2
D
Ⓒ / ² ( ² + 2 cos² (0) + 2 cos¹ (0)) de
cos* (0)) de
a
Transcribed Image Text:Which integral represents the area of R? Choose 1 answer: •3π 4 A 6.5 (²1 + 2 cos² (0) + 2 cos*¹ (0)) d6 2 •3π 4 Ⓒ ³ (1 + cos² (0) + cos² (4) ) de B 4 3π √ ²³ ( ²7 + cos² (0) + cos² (0) do 3π 2 D Ⓒ / ² ( ² + 2 cos² (0) + 2 cos¹ (0)) de cos* (0)) de a
Let R be the region in the first, second, and
third quadrants enclosed by the polar curve
r(0) = 1 + 2 cos² (0) and the coordinate
axes.
R
→ x
1
Transcribed Image Text:Let R be the region in the first, second, and third quadrants enclosed by the polar curve r(0) = 1 + 2 cos² (0) and the coordinate axes. R → x 1
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