a vector a=(alpha)i+2j+(beta)k (alpha,beta are real ) lies in the same plane of the vector b=i+j ,..

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A vector a=αi+2j+βk (α,β∈R) lies in the plane of the vectors b=i+j and vector c=i-j+4k. If vector a A vector a=αi+2j+βk (α,β∈R) lies in the plane of the vectors b=i+j and vector c=i-j+4k. If vector a
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The vector a=α𝐢̂+2 𝐣̂+β𝐤̂ lies in the plane of the vectors 𝐛=𝐢̂+𝐣̂ and c=𝐣̂+𝐤̂ and bisect... The vector a=α𝐢̂+2 𝐣̂+β𝐤̂ lies in the plane of the vectors 𝐛=𝐢̂+𝐣̂ and c=𝐣̂+𝐤̂ and bisect...
A vector vec a=alphahat i+2hat j+betahat k, (alpha,beta in R) lies in the plane of the vectors,v... A vector vec a=alphahat i+2hat j+betahat k, (alpha,beta in R) lies in the plane of the vectors,v...
The\r\nvector vec a=alpha hat i+2 hat j+beta hat k\nlies in the plane of the vectors vec b= ha... The\r\nvector vec a=alpha hat i+2 hat j+beta hat k\nlies in the plane of the vectors vec b= ha...
Find the value of alpha and beta for which a=alpha i -3j +2k parallel to b=2i+beta j +k. Find the value of alpha and beta for which a=alpha i -3j +2k parallel to b=2i+beta j +k.
let `vecalpha=i+2j-k , vecbeta=2i-j+3k , vecgamma=2i+j+6k` be three vectors . fi `vecalpha` an let `vecalpha=i+2j-k , vecbeta=2i-j+3k , vecgamma=2i+j+6k` be three vectors . fi `vecalpha` an
JEE MAINS 2020, (7th jan,1st shift) A vector a=αi+2j+βk (α,β∈R) lies in the plane of the vectors b=i JEE MAINS 2020, (7th jan,1st shift) A vector a=αi+2j+βk (α,β∈R) lies in the plane of the vectors b=i