Solution Found!
Answer: Determine the distance h to which a
Chapter 9, Problem 9-84(choose chapter or problem)
Determine the distance h to which a 100-mm-diameter hole must be bored into the base of the cone so that the center of mass of the resulting shape is located at \((\bar{z}\) = 115 mm. The material has a density of 8 Mg/\(m^{3}\)
Questions & Answers
QUESTION:
Determine the distance h to which a 100-mm-diameter hole must be bored into the base of the cone so that the center of mass of the resulting shape is located at \((\bar{z}\) = 115 mm. The material has a density of 8 Mg/\(m^{3}\)
ANSWER:
Step 1 of 4
We need to determine the height of the cylinder that must be hollowed so that the of the hollowed cone is above its base. The material has a density of .
We can construct this hollowed cone by superimposing the whole cone with positive volume and cylinder with negative volume.