Find the indicated area 1. Inside = √2cos & and 2. Inside the Curves 3. Inside the Curves 4. Inside the small and sketch the curve. outside r= 2(1- Cose) r = 3 Cos and r= 2-cos r = 2sin and r2 = 2 cos 20 r = 12 cos loop of the curve = 2(1 + sine), r = 1 One loop of r= 3 cos 50 S. 6. Inside the Curves 7. Find the area between the inner and outer ovals of the Curve +2=4(1 + sine). 8. Find the area between the ovals of the curve ra= 4(2-C056)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 4E
Question
Find the indicated area
1. Inside = √2cos & and
2. Inside the Curves
3. Inside the Curves
4. Inside the small
and sketch the curve.
outside r= 2(1- Cose)
r = 3 Cos and r= 2-cos
r = 2sin and r2 = 2 cos 20
r = 12 cos
loop of the curve
= 2(1 + sine), r = 1
One loop of r= 3 cos 50
S.
6. Inside the
Curves
7. Find the area between the inner and outer ovals of the
Curve
+2=4(1 + sine).
8. Find the area between the ovals of the curve ra=
4(2-C056)
Transcribed Image Text:Find the indicated area 1. Inside = √2cos & and 2. Inside the Curves 3. Inside the Curves 4. Inside the small and sketch the curve. outside r= 2(1- Cose) r = 3 Cos and r= 2-cos r = 2sin and r2 = 2 cos 20 r = 12 cos loop of the curve = 2(1 + sine), r = 1 One loop of r= 3 cos 50 S. 6. Inside the Curves 7. Find the area between the inner and outer ovals of the Curve +2=4(1 + sine). 8. Find the area between the ovals of the curve ra= 4(2-C056)
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