Introduction to 3DHard
Question
Let L1 be the line
and let L2 be the line
.
Let
be the plane which contains the line L1 and is parallel to L2. The distance of the plane
from the origin is -
Let
Options
A.
B.1/7
C.√6
D.none of these
Solution
Equation of plane containing L1 and parallel to
L2 is
= 0
distance from origin =
L2 is
distance from origin =
Create a free account to view solution
View Solution FreeMore Introduction to 3D Questions
If points (2, 0, −1) ; (3, 2, −2) and (5, 6, λ) are collinear then λ equal to -...If the vertices of points A,B,C of a tetrahedron ABCD are respectively (1, 2, 3) ; (−1, 2, 3),(1, −2, 3) and...If O is origin and P (1, −2, 1) and Q (2, 3 , 4) are other two points then &...If the angle between the lines whose direction ratios are 2, −1, 2 and a, 3, 5 be 45o, then a =...The distance of the plane x + 2y − z = 2 from the point (2, −1, 3) measured in the direction with d.r.′...