An open-topped box is constructed froma square piece of cardboard by removing a square of size 5 inches from each corner and turning up the edges. If the box is to hold 4,205 in³, how big should the originial piece of cardboard be? Number "X Number 11
An open-topped box is constructed froma square piece of cardboard by removing a square of size 5 inches from each corner and turning up the edges. If the box is to hold 4,205 in³, how big should the originial piece of cardboard be? Number "X Number 11
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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An open-topped box is constructed froma square piece of cardboard by removing a square of
size 5 inches from each corner and turning up the edges.
If the box is to hold 4,205 in³, how big should the originial piece of cardboard be?
Number
"X Number
Q
F4
R
F
V
11555
%
F5
T
G
6
B
11
MacBook Air
F6
Y
H
&
7
N
F7
U
J
* 00
8
M
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command option
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F11
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Transcribed Image Text:$
4
An open-topped box is constructed froma square piece of cardboard by removing a square of
size 5 inches from each corner and turning up the edges.
If the box is to hold 4,205 in³, how big should the originial piece of cardboard be?
Number
"X Number
Q
F4
R
F
V
11555
%
F5
T
G
6
B
11
MacBook Air
F6
Y
H
&
7
N
F7
U
J
* 00
8
M
Submit Assignment
DII
FB
I
K
(
9
DD
F9
O
V-
Quit & Save
1
)
. O
L
F10
P
A.
:
;
Back
I
command option
4
F11
{
[
?
Question Menu A
+ 11
1
=
11
F12
}
]
Next
dele
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