Which of the following is a correct geometrical interpretation of the intersection of the planes x-2=0 y-1=0 and z+3=0? a) The planes do not intersect. b) The planes intersect at the point (0,0,0). c) The planes intersect at the point (-2,-1,3). d) The planes intersect at the point (2,1,-3).
Which of the following is a correct geometrical interpretation of the intersection of the planes x-2=0 y-1=0 and z+3=0? a) The planes do not intersect. b) The planes intersect at the point (0,0,0). c) The planes intersect at the point (-2,-1,3). d) The planes intersect at the point (2,1,-3).
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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c) The planes intersect at the point (-2,-1,3).
d) The planes intersect at the point (2,1,-3).
C
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Transcribed Image Text:2
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#
Which of the following is a correct geometrical interpretation of the intersection of
the planes
x-2=0
y-1=0
and
z + 3 = 0?
3
80
F3
E
a) The planes do not intersect.
D
b) The planes intersect at the point (0,0,0).
c) The planes intersect at the point (-2,-1,3).
d) The planes intersect at the point (2,1,-3).
C
$
4
888
F4
R
F
%
5
V
F5
T
G
^
6
MacBook Air
B
X
F6
Y
&
7
H
F7
U
N
* 00
8
J
DII
1
M
(
9
K
F9
O
)
O
<
1
F10
P
A
.
C
F11
n
{
command O
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