Isit possible to make a stack of blocks such that the uppermost block is not directly over the table at all? yes O no Part E How many blocks would it take to do this? (Try this with your friends using copies of this book.)

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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I only need parts D and E, thank you!

Part D
Is it possible to make a stack of blocks such that the uppermost block is not directly over the table at all?
O yes
O no
Part E
How many blocks would it take to do this? (Try this with your friends using copies of this book.)
ΑΣΦ
?
n =
Transcribed Image Text:Part D Is it possible to make a stack of blocks such that the uppermost block is not directly over the table at all? O yes O no Part E How many blocks would it take to do this? (Try this with your friends using copies of this book.) ΑΣΦ ? n =
If you put a uniform block at the edge of a table, as shown at
left part of (Figure 1), the center of the block must be over the
table for the block not to fall off.
If you stack two identical blocks at the table edge, as shown at the right part (Figure 1), the center of the top block must be over the bottom block.
and the center of gravity of the two blocks together must be over the table. What is the maximum overhang possible?
Express your answer in terms of the length L of each block.
3L
82 =
4
Submit
Previous Answers
v Correct
Part B
What is the maximum overhang possible for three identical block?
Express your answer in terms of the length L of each block.
Figure
< 1 of 1
11L
83 =
12
Submit
Previous Answers
v Correct
Overhang
Part C
What is the maximum overhang possible for four identical blocks?
Express your answer in terms of the length L of each block.
25L
84
24
%3D
Transcribed Image Text:If you put a uniform block at the edge of a table, as shown at left part of (Figure 1), the center of the block must be over the table for the block not to fall off. If you stack two identical blocks at the table edge, as shown at the right part (Figure 1), the center of the top block must be over the bottom block. and the center of gravity of the two blocks together must be over the table. What is the maximum overhang possible? Express your answer in terms of the length L of each block. 3L 82 = 4 Submit Previous Answers v Correct Part B What is the maximum overhang possible for three identical block? Express your answer in terms of the length L of each block. Figure < 1 of 1 11L 83 = 12 Submit Previous Answers v Correct Overhang Part C What is the maximum overhang possible for four identical blocks? Express your answer in terms of the length L of each block. 25L 84 24 %3D
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