Solve the problem.
-Find the centroid of a hemispherical shell having outer radius 7 and inner radius 6 if the density is constant.
A) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 381 }$
B) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 3315 } { 1016 }$
C) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 508 }$
D) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 2210 } { 381 }$

Question

Solve the problem.
-Find the centroid of a hemispherical shell having outer radius 7 and inner radius 6 if the density is constant. 
A) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 381 }$
B) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 3315 } { 1016 }$
C) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 508 }$
D) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 2210 } { 381 }$

Quizplus · Accepted Answer

The Answer of Solve the problem.
-Find the centroid of a hemispherical shell having outer radius 7 and inner radius 6 if the density is constant. 
A) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 381 }$
B) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 3315 } { 1016 }$
C) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 508 }$
D) $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 2210 } { 381 }$

Solve the Problem xˉ=0,yˉ=0,zˉ=1105381\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 381 }xˉ=0,yˉ​=0,zˉ=3811105​

Solve the Problem $\bar { x } = 0 , \bar { y } = 0 , \bar { z } = \frac { 1105 } { 381 }$