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Question 1304c
Vectors II: Lines and Planes
Equation of a Plane from III
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The planes
p
1
{p_1}
p
1
and
p
2
{p_2}
p
2
are given by
p
1
:
r
⋅
(
−
5
−
4
5
)
=
8
,
p
2
:
r
⋅
(
−
5
−
4
5
)
=
22.
\begin{align*} &p_1: \mathbf{r} \cdot \begin{pmatrix} - 5 \\ - 4 \\ 5 \end{pmatrix} = 8, \\ &p_2: \mathbf{r} \cdot \begin{pmatrix} - 5 \\ - 4 \\ 5 \end{pmatrix} = 22. \end{align*}
p
1
:
r
⋅
−
5
−
4
5
=
8
,
p
2
:
r
⋅
−
5
−
4
5
=
22.
Find the perpendicular distance between
p
1
{p_1}
p
1
and
p
2
.
{p_2.}
p
2
.
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Your answer:
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