Consider the arc L: y = 1+ cosa from (0, 2) to (,¹). of the surface formed when I is revolved about the y = 2? 027³ (2 2π (2 − æ)v1+sinxd 0 ○ 2″ / ³ (1 (1 - cos x)√1+ sin² zdx ○ 27³ (cosa - 1)√/1 + sin²³ rdz 70 02/¹2√ 2T x√/1+ sin² zdx 10 Which of the following integrals give the area

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Consider the arc L: y = 1+ cosa from (0, 2) to
(,¹).
of the surface formed when I is revolved about the y = 2?
027³ (2
2π
(2 − æ)v1+sinxd
0
○ 2″ / ³ (1
(1 - cos x)√1+ sin² zdx
○ 27³ (cosa - 1)√/1 + sin²³ rdz
70
02/¹2√
2T
x√/1+ sin² zdx
10
Which of the following integrals give the area
Transcribed Image Text:Consider the arc L: y = 1+ cosa from (0, 2) to (,¹). of the surface formed when I is revolved about the y = 2? 027³ (2 2π (2 − æ)v1+sinxd 0 ○ 2″ / ³ (1 (1 - cos x)√1+ sin² zdx ○ 27³ (cosa - 1)√/1 + sin²³ rdz 70 02/¹2√ 2T x√/1+ sin² zdx 10 Which of the following integrals give the area
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