Part D A single-scoop ice cream cone is a composite body made from a single scoop of ice cream placed into a cone. Assume that the scoop of ice cream is a sphere with radius r = 1.44in that is placed into a 4.00 in tall cone. The interior height of the cone is 3.60 in. The cone has an exterior radius of 1.25 in and an interior radius of 1.10 in. The scoop of ice cream sits on the cone's interior radius and extends into the cone some distance. Find the centroid for the cone (the scoop of ice cream and the cone). Express your answer numerically in inches to three significant figures. You did not open hints for this part. ANSWER: z = in 4.00 in x -1.25 in
Part D A single-scoop ice cream cone is a composite body made from a single scoop of ice cream placed into a cone. Assume that the scoop of ice cream is a sphere with radius r = 1.44in that is placed into a 4.00 in tall cone. The interior height of the cone is 3.60 in. The cone has an exterior radius of 1.25 in and an interior radius of 1.10 in. The scoop of ice cream sits on the cone's interior radius and extends into the cone some distance. Find the centroid for the cone (the scoop of ice cream and the cone). Express your answer numerically in inches to three significant figures. You did not open hints for this part. ANSWER: z = in 4.00 in x -1.25 in
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:Part D
A single-scoop ice cream cone is a composite body made from a single scoop of ice cream placed into a cone. Assume that the scoop of ice cream is
a sphere with radius r = 1.44in that is placed into a 4.00 in tall cone. The interior height
of the cone is 3.60 in. The cone has an exterior radius of 1.25 in and an interior radius of
1.10 in. The scoop of ice cream sits on the cone's interior radius and extends into the
cone some distance. Find the centroid for the cone (the scoop of ice cream and the
cone).
Express your answer numerically in inches to three significant figures.
You did not open hints for this part.
ANSWER:
z =
in
4.00 in
x
-1.25 in
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