Q.
A line with d.c’s proportional to (2,1,2) meets each of the lines x=y+a=z and x+a=2y=2z. Then the coordinates of each of the points of intersection are given by
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a
(3a, 2a, 3a) ; (a, a, 2a)
b
(3a, 2a, 3a) ; ( a, a, a)
c
(3a, 3a, 3a) ; ( a, a, a)
d
(2a, 3a, 3a) ; ( 2a, a, a)
answer is B.
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Detailed Solution
(t,t−a,t) is a point on first line and s−a,s2,s2 is point on second line, d r of line(s-a-t,s/2-t+a,s/2-t)given d.r is2,1,2s-a-t/2=s/2-t+a/1=s/2-t/2to find s and t
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