Let a vector c be coplanar with the vectors a=-i+j+k and b=2i+j-k. If the vector c also satisfies

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Let a=3i+2j+k, b=2i-j+3k and c be a vector such that (a+b) x c=2(a x b)+24j-6k and (a-b+i).c=-3. Let a=3i+2j+k, b=2i-j+3k and c be a vector such that (a+b) x c=2(a x b)+24j-6k and (a-b+i).c=-3.
Let 𝐴 ⃗=(𝑖 ̂+𝑗 ̂ ) and 𝐵 ̂=(2𝑖 ̂−𝑗 ̂). The magnitude of a coplanar vector 𝐶 ⃗ such that 𝐴 ⃗.𝐶 ⃗=𝐵 Let 𝐴 ⃗=(𝑖 ̂+𝑗 ̂ ) and 𝐵 ̂=(2𝑖 ̂−𝑗 ̂). The magnitude of a coplanar vector 𝐶 ⃗ such that 𝐴 ⃗.𝐶 ⃗=𝐵
Let A=(i+j)and B=(2i-j).The magnitude of a coplanar vector C such that A.C=B.C=A.B is given by Let A=(i+j)and B=(2i-j).The magnitude of a coplanar vector C such that A.C=B.C=A.B is given by
Let vector a be coplanar with vectors b = 2i + j + k and c = i − j + k. If a is perpendicular to d Let vector a be coplanar with vectors b = 2i + j + k and c = i − j + k. If a is perpendicular to d
If the vectors a=Lemda i+muj+4k, b=-2i+4j-2k and c=2i+3j+k are coplanar and projection of a on b √54 If the vectors a=Lemda i+muj+4k, b=-2i+4j-2k and c=2i+3j+k are coplanar and projection of a on b √54
Let a = i + 2j + 3k , b = 3i + j - k and c be three vectors such that c is coplanar with a and b Let a = i + 2j + 3k , b = 3i + j - k and c be three vectors such that c is coplanar with a and b
How To Find The Vector Equation of a Line and Symmetric & Parametric Equations How To Find The Vector Equation of a Line and Symmetric & Parametric Equations
[IIT 1987] Find the value of 1/(1-a) + 1/(1-b) + 1/(1-c) where ai+j+k, i+bj+k, i+j+ck are coplanar. [IIT 1987] Find the value of 1/(1-a) + 1/(1-b) + 1/(1-c) where ai+j+k, i+bj+k, i+j+ck are coplanar.