1.

Match List I with the List II and select the correct answer using the code given below the lists :List IList II(A)The possible value of a if →r=(^i+^j)+λ(^i+2^j−^k)(P) −4and →r=(^i+2^j)+μ(−^i+^j+a^k) are not consistent,where λ and μ are scalars, is(B)The angle between vectors →a=λ^i−3^j−^k and(Q) −2→b=2λ^i+λ^j−^k is acute, whereas vector →bmakes an obtuse angle with the axes of coordinates.Then λ can be(C)The possible value of a such that 2^i−^j+^k,(R) 1^i+2^j+(1+a)^k and 3^i+a^j+5^k are coplanar, is(D)If →A=2^i+λ^j+3^k,→B=2^i+λ^j+^k,→C=3^i+^j(S) 2and →A+λ→B is perpendicular to →C,then |2λ| is(T) 3 Which of the following is the only CORRECT combination?

Answer»

Match List I with the List II and select the correct answer using the code given below the lists :



List IList II(A)The possible value of a if r=(^i+^j)+λ(^i+2^j^k)(P) 4and r=(^i+2^j)+μ(^i+^j+a^k) are not consistent,where λ and μ are scalars, is(B)The angle between vectors a=λ^i3^j^k and(Q) 2b=2λ^i+λ^j^k is acute, whereas vector bmakes an obtuse angle with the axes of coordinates.Then λ can be(C)The possible value of a such that 2^i^j+^k,(R) 1^i+2^j+(1+a)^k and 3^i+a^j+5^k are coplanar, is(D)If A=2^i+λ^j+3^k,B=2^i+λ^j+^k,C=3^i+^j(S) 2and A+λB is perpendicular to C,then |2λ| is(T) 3



Which of the following is the only CORRECT combination?



Discussion

No Comment Found