3. Which of the following integrals gives the volume of the region below the cone z = 2 - √² + y², above the ry-plane and inside the cylinder (x−1)²+y² = 1? (e) (d) T/2 2 cos B 1/2 Jo T 2 cos (b) √" ["²" (2 – r) r dr dº 0 (e) 2 cos # [ S* 2 sin 0 7/2 1/2 J0 (2 – r) r dr dº (2-r) dr dº (2 – r) dr do 2 sin 0 (2-r) r dr 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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3. Which of the following integrals gives the volume of
the region below the cone z = 2 – v
V2 + y², above
the ry-plane and inside the cylinder (r-1)+y = 1?
Ninova
R/2
-2 cos &
I not be
(a)
(2-r) r dr d0
-2 cos 6
(b)
(2-7)r dr d0
n for the
72 cos 0
tem will
(2 -r) dr do
r2 sin 0
(4) (2-r)
dr d0
st minute
e having
ain later.
nsidered.
(0)
/2
r2 sin 0
(2 – r) r dr do
1/2 Jo
Transcribed Image Text:3. Which of the following integrals gives the volume of the region below the cone z = 2 – v V2 + y², above the ry-plane and inside the cylinder (r-1)+y = 1? Ninova R/2 -2 cos & I not be (a) (2-r) r dr d0 -2 cos 6 (b) (2-7)r dr d0 n for the 72 cos 0 tem will (2 -r) dr do r2 sin 0 (4) (2-r) dr d0 st minute e having ain later. nsidered. (0) /2 r2 sin 0 (2 – r) r dr do 1/2 Jo
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