Show that the points
and
are equidistant from the plane ![]()
Given:
* Points given by the equation:
; ![]()
* Plane given by the equation:
, where the normal vector is: ![]()
We know, the distance of
from the plane
is given by:

⟹ Distance of
from the plane ![]()
=
units
And,
⟹ Distance of
from the plane ![]()
=
units
∴ the points
and
are equidistant from the plane
.
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