Solution Found!
Answer: The hemisphere of radius r is made from a stack of
Chapter 9, Problem 9-44(choose chapter or problem)
QUESTION:
The hemisphere of radius r is made from a stack of very thin plates such that the density varies with height, \(\rho\) = kz, where k is a constant. Determine its mass and the distance \((\bar{z}\) to the center of mass G.
Questions & Answers
QUESTION:
The hemisphere of radius r is made from a stack of very thin plates such that the density varies with height, \(\rho\) = kz, where k is a constant. Determine its mass and the distance \((\bar{z}\) to the center of mass G.
ANSWER:
Step 1 of 5
The hemisphere of the radius r is made form a stack of very thin plates such that the density varies with height, , where is constant. Determine its mass and the distance the the center of mass .