part is 'densco'. All distance dimensions are inches. Find: (1) ycream, zcream, the y,z coordinates for the centroid of the ice cream top (2) ycone, zcone, the y,z coordinates for the centroid of the cone (3) ycomb, zcomb, the y,z coordinates for the centroid of the ice cream and the cone together (4) ymass, zmass, the y,z coordinates for the center of mass of the entire system Express your answers as 'yval,zval'. Example: 0.475,-2.05 ZA 2a
part is 'densco'. All distance dimensions are inches. Find: (1) ycream, zcream, the y,z coordinates for the centroid of the ice cream top (2) ycone, zcone, the y,z coordinates for the centroid of the cone (3) ycomb, zcomb, the y,z coordinates for the centroid of the ice cream and the cone together (4) ymass, zmass, the y,z coordinates for the center of mass of the entire system Express your answers as 'yval,zval'. Example: 0.475,-2.05 ZA 2a
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![Centroid of an Ice-Cream Cone
A delicious ice cream is shown in the figure. The density of the hemispherical ice-cream top is 'densic' and the density of the cone
part is 'densco'. All distance dimensions are inches.
Find:
(1) ycream, zcream, the y,z coordinates for the centroid of the ice cream top
(2) ycone, zcone, the y,z coordinates for the centroid of the cone
(3) ycomb, zcomb, the y,z coordinates for the centroid of the ice cream and the cone together
(4) ymass, zmass, the y.z coordinates for the center of mass of the entire system
Express your answers as 'yval,zval'. Example: 0.475,-2.05
ZA
X
2a
h
a = 1.64 in
y
Answer all numeric solutions with five significant figures.
h = 5.46 in
Cream density = 0.025 lb/in^3
Cone density = 0.02 lb/in^3](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbfeb7eff-0bb4-4cab-aac9-f2ee6c014bbf%2F6cf12f89-f704-402d-a45f-2a6ac21107e2%2Fcx2iyc3_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Centroid of an Ice-Cream Cone
A delicious ice cream is shown in the figure. The density of the hemispherical ice-cream top is 'densic' and the density of the cone
part is 'densco'. All distance dimensions are inches.
Find:
(1) ycream, zcream, the y,z coordinates for the centroid of the ice cream top
(2) ycone, zcone, the y,z coordinates for the centroid of the cone
(3) ycomb, zcomb, the y,z coordinates for the centroid of the ice cream and the cone together
(4) ymass, zmass, the y.z coordinates for the center of mass of the entire system
Express your answers as 'yval,zval'. Example: 0.475,-2.05
ZA
X
2a
h
a = 1.64 in
y
Answer all numeric solutions with five significant figures.
h = 5.46 in
Cream density = 0.025 lb/in^3
Cone density = 0.02 lb/in^3
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