Baseballs are packed into a square box with sides 22 inches long. The baseballs can be touching, but they can't be compressed. The remaining space is filled with packing beads. a. What are the dimensions of the box in terms of baseballs? b. How many baseballs can be packed in the box? (Diameter of a baseball is 2.9 in.) V = c. What is the volume of ONE baseball? (Remember d. What is the volume occupied by ALL of the baseballs?
Baseballs are packed into a square box with sides 22 inches long. The baseballs can be touching, but they can't be compressed. The remaining space is filled with packing beads. a. What are the dimensions of the box in terms of baseballs? b. How many baseballs can be packed in the box? (Diameter of a baseball is 2.9 in.) V = c. What is the volume of ONE baseball? (Remember d. What is the volume occupied by ALL of the baseballs?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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questions a,b, and c
Transcribed Image Text:1. Baseballs are packed into a square box with sides 22 inches long. The baseballs can be touching, but they can't be compressed.
The remaining space is filled with packing beads.
a. What are the dimensions of the box in terms of baseballs?
b. How many baseballs can be packed in the box? (Diameter of a baseball is 2.9 in.)
c. What is the volume of ONE baseball? (Remember
V =-nr³.
)?
d. What is the volume occupied by ALL of the baseballs?
e. What is the volume of the box?
f. What is the volume occupied by the packing beads?
g. What percentage of the volume of the box is filled with beads?
h. What percentage of the volume of the box is filled with baseballs?
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