Which of the following shows finding the area of an area outside the curve r 1 - 3 COS e and within the curve r= -5 cos e S[4 sin? 0 – (3 + 4 sin 0)°] do - S „ [(3 +4 sin 0)² – 4 sin? 0] do S - [(1 – 3 sin 0)² – 25 sin? 0] de S, [(1 - 3 cos 0)? - 25 cos? e] do [25 sin? e – (1 – 3 sin 0)²] de S, [25 cos? 0 – (1 – 3 cos 0)²] d® iS [4 sin? 0 – (3 + 4 sin 0)²] d® S [25 cos? 0 – (1 – 3 cos 0)²] d0 S[25 sin? 0 – (1- 3 sin 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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Which of the following shows finding the area of an area outside the curve
r- 1 - 3 COS e
and within the curve
r = - 5 cos
S- [4 sin? 0 – (3 + 4 sin 0)²] do
S - [(3 +4 sin 0)² – 4 sin² 0] d0
S - [(1 – 3 sin 0)² – 25 sin? e] de
S, [(1 - 3 cns 0)° – 25 cos² 0] do
S (25 sin? 0 – (1 – 3 sin 0)²] d0
S, [25 cos? 0 – (1 – 3 cos 0)°] d0
S [4 sin? 0 – (3 + 4 sin 0)²] d®
S. [25 cos? 0 – (1 – 3 cos 0)²] d0
S[25 sin? 0 – (1 – 3 sin 0)²] d®
Transcribed Image Text:Which of the following shows finding the area of an area outside the curve r- 1 - 3 COS e and within the curve r = - 5 cos S- [4 sin? 0 – (3 + 4 sin 0)²] do S - [(3 +4 sin 0)² – 4 sin² 0] d0 S - [(1 – 3 sin 0)² – 25 sin? e] de S, [(1 - 3 cns 0)° – 25 cos² 0] do S (25 sin? 0 – (1 – 3 sin 0)²] d0 S, [25 cos? 0 – (1 – 3 cos 0)°] d0 S [4 sin? 0 – (3 + 4 sin 0)²] d® S. [25 cos? 0 – (1 – 3 cos 0)²] d0 S[25 sin? 0 – (1 – 3 sin 0)²] d®
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