The graph shows r = f(0) (solid) and r = g(0) (dashed), both graphed in polar coordinates. B ㅠ The points indicated are at A = [2, 4], B = = [5, ], and C = [7,0]. Select the integral(s) necessary to find the area of the shaded region. * 12 (10) ² - 1 (0)²) de (1/1² - 19(0)1²) de S³* ½ (1ƒ(0)1²ª – [9(0)1²) do 5 ¯[³ (ƒ(0) — 9(0))de /* $ 150.00 of v (f(0) - g(0))do

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Q2 Need help. Please explain

The graph shows r = f(0) (solid) and r= g(0) (dashed), both graphed in polar coordinates.
A
B
ㅠ
= [2, 4], B= = [5, and C = [7,0].
3
Select the integral(s) necessary to find the area of the shaded region.
The points indicated are at A
(10)1²³ - (1³) de
5
©ſ ² ½ (1ƒ(0)1²³ – [9(0)1²) aº
1
½ ([ƒ(0)]²³ – [9(0)]³²) do
5
- [* (f(0) - g(0))de
of repa
de
[*³* (ƒ(0) — 9(0))do
Transcribed Image Text:The graph shows r = f(0) (solid) and r= g(0) (dashed), both graphed in polar coordinates. A B ㅠ = [2, 4], B= = [5, and C = [7,0]. 3 Select the integral(s) necessary to find the area of the shaded region. The points indicated are at A (10)1²³ - (1³) de 5 ©ſ ² ½ (1ƒ(0)1²³ – [9(0)1²) aº 1 ½ ([ƒ(0)]²³ – [9(0)]³²) do 5 - [* (f(0) - g(0))de of repa de [*³* (ƒ(0) — 9(0))do
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