Match the statements/expressions given in Column I with the values given inColumn II Column-I Column-II A) L_1 : x = 1 + t , y = t , z = 2 - 5t , L_2 : r^{\to} = (2 , 1 , -3) + λ (2 , 2 , -10) p) non coplanar lines L_1 : {x-1}/2 = {y-3}/2 = \frac{z-2}{-1} , L_2 : {x-2}/1 = \frac{y-6}{-1} = {z+2}/3 q) lines lie in a unique plane C) L_1 : x = -6t , y = 1 + 9t , z = -3t , L_2 : x = 1 + 2s , y = 4 - 3s , z = s r) Infinite planes containing bot the lines D) L_1 : x/1 = {y-1}/2 = {z-2}/3 ; L_2 : \frac{x-3}{-4} = \frac{y-2}{-3} = {z-1}/2 s) Lines are not intersecting

Correct Answer is : a - r ; b - q ; c - q , s ; d - p , s

a - r ; b - q ; c - q , s ; d - p

a - p ; b - q ; c - q , s ; d - p

a - r ; b - q ; c - q , s ; d - p , s

a - q ; b - p ; c - q , s ; d - p , s

JEE Advanced Model Paper 1 with solutions for online practice

Question : 59 of 60

Marks: +1, -0

Match the statements/expressions given in Column I with the values given inColumn II

Column-I

Column-II

A) L1 : x = 1 + t , y = t , z = 2 - 5t , L2 :

→

= (2 , 1 , -3) + λ (2 , 2 , -10)

p) non coplanar lines

L1 :

x−1

y−3

z−2

−1

, L2 :

x−2

y−6

−1

z+2

q) lines lie in a unique plane

C) L1 : x = -6t , y = 1 + 9t , z = -3t , L2 : x = 1 + 2s , y = 4 - 3s , z = s

r) Infinite planes containing bot the lines

D) L1 :

y−1

z−2

; L2 :

x−3

−4

y−2

−3

z−1

s) Lines are not intersecting

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