Scene #4 National Roman Museum -- Rome, Italy After breaking into the Roman Museum, 3D XYZ escaped with a classic trebuchet and a truck load of stone boulders. At my apartment I have a closet with 250 ft3 worth of space. If each of my spherical cannonballs have a radius of .75 feet, how many can I fit in my closet? Choose the best approximation from the choices below for your next clue. 89 CANNONBALLS 141 CANNONBALLS 168 CANNONBALLS = 89 Let's pack some spheres! It's estimated that when packing spheres only 63% of the total possible volume can be used. 9 cm (THIS IS JUST AN EXAMPLE. If a closet was 100 ft3 and each sphere was 1 ft³ this would mean ideally 100 spheres could fit. BUT with irregular packing it would be 63% of 100 or 63 spheres.) 32 cm X = 141 = Scene #5 Le Paradis Palace -- Tunis, Tunisia In the largest art museum in Tunisia, 3D XYZ is suspected to have stolen all of the renowned octagonal hanging lanterns. 168 I stole all the awesome octagonal Tunisian lanterns! They do have this one lantern left. Figure out which shape it will make if it is folded together AND its surface area. Pentagonal Pyramid Pentagonal Prism Hexagonal Prism Hexagonal Pyramid This symbol will be equal to the total surface area of the lantern to the nearest cm².

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter63: Volumes Of Pyramids And Cones
Section: Chapter Questions
Problem 34A
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I know the answer is 89 and 2665 but how do I get that (Not honor class) (Not grading)
Scene #4 National Roman Museum
Rome, Italy
After breaking into the Roman Museum, 3D XYZ escaped with a classic trebuchet and a truck
load of stone boulders.
Let's pack some spheres! It's estimated that when packing spheres
only 63% of the total possible volume can be used.
(THIS IS JUST AN EXAMPLE. If a closet was 100 ft3 and each
sphere was 1 ft3 this would mean ideally 100 spheres could fit. BUT
with irregular packing it would be 63% of 100 or 63 spheres.)
At my apartment I have a closet with 250 ft³ worth of space. If each of my spherical
cannonballs have a radius of .75 feet, how many can I fit in my closet? Choose the best
approximation from the choices below for your next clue.
89 CANNONBALLS
141 CANNONBALLS
168 CANNONBALLS
= 89
X = 141
O = 168
%3D
Scene #5
Le Paradis Palace --
Tunis, Tunisia
In the largest art museum in Tunisia, 3D XYZ is suspected to have stolen all of the renowned octagonal
hanging lanterns.
I stole all the awesome octagonal Tunisian lanterns! They do have this one lantern left. Figure
out which shape it will make if it is folded together AND its surface area.
Pentagonal Pyramid
9 cm
Pentagonal Prism
Hexagonal Prism
32 cm
Hexagonal Pyramid
This symbol will be equal to the total surface area of
the lantern to the nearest cm.
Page
1 1
Q +
e Clark Creative Education
Transcribed Image Text:Scene #4 National Roman Museum Rome, Italy After breaking into the Roman Museum, 3D XYZ escaped with a classic trebuchet and a truck load of stone boulders. Let's pack some spheres! It's estimated that when packing spheres only 63% of the total possible volume can be used. (THIS IS JUST AN EXAMPLE. If a closet was 100 ft3 and each sphere was 1 ft3 this would mean ideally 100 spheres could fit. BUT with irregular packing it would be 63% of 100 or 63 spheres.) At my apartment I have a closet with 250 ft³ worth of space. If each of my spherical cannonballs have a radius of .75 feet, how many can I fit in my closet? Choose the best approximation from the choices below for your next clue. 89 CANNONBALLS 141 CANNONBALLS 168 CANNONBALLS = 89 X = 141 O = 168 %3D Scene #5 Le Paradis Palace -- Tunis, Tunisia In the largest art museum in Tunisia, 3D XYZ is suspected to have stolen all of the renowned octagonal hanging lanterns. I stole all the awesome octagonal Tunisian lanterns! They do have this one lantern left. Figure out which shape it will make if it is folded together AND its surface area. Pentagonal Pyramid 9 cm Pentagonal Prism Hexagonal Prism 32 cm Hexagonal Pyramid This symbol will be equal to the total surface area of the lantern to the nearest cm. Page 1 1 Q + e Clark Creative Education
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