[bar(r)=(1+lambda-mu)bar(i)+(2-lambda)bar(j)+(3-2 lambda+2 mu)bar(k)" is "],[" AP-Eam- "],[" 1) "2x+y=5quad " 2) "2x-y=5],[" 3) "2x+z=5quad " 4) "2x-z=5]

The cartesian equation of the plane whose vector equation is bar(r)=(1+lambda-mu)bar(i)+(2-lambda)bar(j)+(3-2lambda+2mu)bar(k)" where "lambda, mu are scalars is

The Cartesian equation of the plane vec r=(1+lambda-mu)hat i+(2-lambda)hat j+(3-2 lambda+2 mu)hat k is a.2x+y=5 b.2x-y=5 c.2x+z=5 d.2x-z=5

The Cartesian equation of the plane vec r=(1+lambda-mu) hat i+(2-lambda) hat j+(3-2lambda+2mu) hat k is a. 2x+y=5 b. 2x-y=5 c. 2x+z=5 d. 2x-z=5

The Cartesian equation of the plane vec r=(1+lambda-mu) hat i+(2-lambda) hat j+(3-2lambda+2mu) hat k is a. 2x+y=5 b. 2x-y=5 c. 2x+z=5 d. 2x-z=5

The Cartesian equation of the plane vec r=(1+lambda-mu) hat i+(2-lambda) hat j+(3-2lambda+2mu) hat k is a. 2x+y=5 b. 2x-y=5 c. 2x+z=5 d. 2x-z=5

If bar(i)-2bar(j), 3bar(j)+bar(k), lambdabar(i)+3bar(j) are coplanar then lambda=

If lambda(2bar(i)-4bar(j)+4bar(k)) is a unit vector then lambda=

If lambda(2bar(i)-4bar(j)+4bar(k)) is a unit vector then lambda=

The cartessian form of the plane bar r = (1 + lambda - mu) hat i (2 - lambda) hat j + ( 3-2 lambda + 2 mu ) hat k is........