Which of the following definite integrals will compute for the Moment of Mass about the x-axis of the region bounded by x = 8, x x = √y - 4₂ = 4 y and Note: You may use a graphing utility to sketch the curves and identify the region.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Which of the following definite integrals will compute for the
Moment of Mass about the x-axis of the region bounded by x = 8, x
X
Vy-4₂
= 4 and
Y
Note: You may use a graphing utility to sketch the curves and
identify the region.
Transcribed Image Text:Which of the following definite integrals will compute for the Moment of Mass about the x-axis of the region bounded by x = 8, x X Vy-4₂ = 4 and Y Note: You may use a graphing utility to sketch the curves and identify the region.
1
[^ v[(y −4 − (4- y)²)}dy
2
J
* u(√y−4 −4+y)dy
y(4-y-√√y - 4) dy
hip{[((† — fî) — z(A − t))] ] };
1
2
]
—
[(y - 4 (4 - y)²)]dy
8
Sy(√y−4 −4+y)dy
Sy(√y−4 −4+ y)dy
[₁²v(√y−4 −4+ y)²³dy
Transcribed Image Text:1 [^ v[(y −4 − (4- y)²)}dy 2 J * u(√y−4 −4+y)dy y(4-y-√√y - 4) dy hip{[((† — fî) — z(A − t))] ] }; 1 2 ] — [(y - 4 (4 - y)²)]dy 8 Sy(√y−4 −4+y)dy Sy(√y−4 −4+ y)dy [₁²v(√y−4 −4+ y)²³dy
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