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Mathematics
Mathematics
Problem
Given the line
L
:
x
−
1
3
=
y
+
1
2
=
z
−
3
−
1
L: \frac{x-1}{3} = \frac{y+1}{2} = \frac{z-3}{-1}
L
:
3
x
−
1
=
2
y
+
1
=
−
1
z
−
3
and the plane
π
:
x
−
2
y
−
z
=
0
\pi: x - 2y - z = 0
π
:
x
−
2
y
−
z
=
0
a.
Statement I
L
L
L
lies in
π
\pi
π
. b.
Statement II
L
L
L
is parallel to
π
\pi
π
.
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