Suppose the solid W in the figure is part of a circular cylinder of diameter 8 and height 4 centered about the z-axis, its base on the xy-plane, with y ≤0 and a conical portion cut out. Find the limits of integration for an iterated integral of the form B D F = ["I"T"²" sa f dv= f(r, 0, z) dz rdr d0.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Suppose the solid W in the figure is part of a circular cylinder of diameter 8 and height 4 centered about the z-axis, its base on the
xy-plane, with y ≤ 0 and a conical portion cut out. Find the limits of integration for an iterated integral of the form
A =
B =
C =
D=
E=
F=
If necessary, enter 0 as theta.
B D
F
(₁ 1² T
f dV =
f(r, 0, z) dz rdr d0.
(Drag to rotate)
2.00
.00
10
Transcribed Image Text:Suppose the solid W in the figure is part of a circular cylinder of diameter 8 and height 4 centered about the z-axis, its base on the xy-plane, with y ≤ 0 and a conical portion cut out. Find the limits of integration for an iterated integral of the form A = B = C = D= E= F= If necessary, enter 0 as theta. B D F (₁ 1² T f dV = f(r, 0, z) dz rdr d0. (Drag to rotate) 2.00 .00 10
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