The diagram below shows the intersection of a sphere of radius 2 centred at the origin with cone with axis of symmetry along the z-axis with apex at the origin. The top rim of the object is a circle of diameter 3. X Select the option that gives an integral that will give the volume of this object. Select one: ~0 arcsin() ) (² ² sin 0 dr de do 20 dr). Daresin (ễ) r² sin 0 dr de do 0-0 27 ro arctan (-) (5² 2 sin dr de do $=0 0-0 2T 0 arctan (;) r=2 Lot 2 (100 (²) ² sin 0 dr de do 20 dr.) 2 3 2 2T 13 (100 2m 6-0 میں

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter65: Achievement Review—section Six
Section: Chapter Questions
Problem 54AR: Solve these prism and cylinder exercises. Where necessary, round the answers to 2 decimal places...
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The diagram below shows the intersection of a sphere of radius 2 centred at the origin with cone with
axis of symmetry along the z-axis with apex at the origin. The top rim of the object is a circle of diameter
3.
x
Select the option that gives an integral that will give the volume of this object.
Select one:
•0 arcsin() )
(²
² sin 0 dr de do
20 dr).
Darcsin (ễ)
r² sin 0 dr de do
6
0-0
2T
0 arctan (-)
(5²
2 sin dr de do
6
0-0
|0 arctan(-)
pr=2
(²)
2 sin dr de do
20 dr).
r=0
2
6-0
3
2
27
13 (100
2
[
$=0
2T
Lot 2 (100
میں
Transcribed Image Text:The diagram below shows the intersection of a sphere of radius 2 centred at the origin with cone with axis of symmetry along the z-axis with apex at the origin. The top rim of the object is a circle of diameter 3. x Select the option that gives an integral that will give the volume of this object. Select one: •0 arcsin() ) (² ² sin 0 dr de do 20 dr). Darcsin (ễ) r² sin 0 dr de do 6 0-0 2T 0 arctan (-) (5² 2 sin dr de do 6 0-0 |0 arctan(-) pr=2 (²) 2 sin dr de do 20 dr). r=0 2 6-0 3 2 27 13 (100 2 [ $=0 2T Lot 2 (100 میں
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