The point of intersection of the lines x−53=y−7−1=z+21andx+3−36=y−32=z−64 is (A) (21,53,103) (B) (2,10,4) (C) (−3,3,6) (D) (5,7,−2)
Step by step video & image solution for The point of intersection of the lines (x-5)/3=(y-7)/(-1)=(z+2)/1 and (x+3)/(-36)=(y-3)/2=(z-6)/4 is (A) (21, 5/3, 10/3) (B) (2,10,4) (C) (-3,3,6) (D) (5,7,-2) by Maths experts to help you in doubts & scoring excellent marks in Class 12 exams.
Knowledge Check
- Question 1 - Select One
The point of intersection of lines x−59=y−7−1=z+21 and x+3−36=y−32=z−64 is
A(5,7,−2)B(−3,3,6)C(2,10,4)D(21,63,103) - Question 1 - Select One
The point of intersection of the lines x−12=y−23=z−34 and x−45=y−12=z is
A(0,0,0)B(1,1,1)C(−1,−1,−1)D(1,2,3) - Question 1 - Select One
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A(1,1,−1)B(1,−1,1)C(−1,−1,−1)D(1,1,1) - Question 1 - Select One
The lines x−12=y−24=z−36 and x−14=y−25=z−37 are
AperpendicularBparallelCintersectingDskew - Question 1 - Select One
The distance of point of intersection of lines x−41=y+3−4=z+17andx−12=y+1−3=z+108 from (1, -4,7), is
A√15B√27C√26D√14
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