The vectors `bar i+4 bar j+6 bar k,2bar i +4bar j +3bar k and bar i+2 bar j+3 bar k` form

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The lines `bar r=bar i+bar j-bar k+s(3bar i-bar j) and bar r=4bar i-bar k+t(2bar i +3bar k)` The lines `bar r=bar i+bar j-bar k+s(3bar i-bar j) and bar r=4bar i-bar k+t(2bar i +3bar k)`
`bar a=2bar i +3bar j-4bar k,bar b=bar i +bar j +bar k, bar c=4bar i+2bar j+3bar k` then `|bar... `bar a=2bar i +3bar j-4bar k,bar b=bar i +bar j +bar k, bar c=4bar i+2bar j+3bar k` then `|bar...
If `bar(u)=bar(i)-2bar(j)+bar(k),bar(v)=3bar(i)+bar(k)andbar(w)=bar(j)-bar(k)`, are given vectors, If `bar(u)=bar(i)-2bar(j)+bar(k),bar(v)=3bar(i)+bar(k)andbar(w)=bar(j)-bar(k)`, are given vectors,
If `A(2bar i-bar j-3bar k), B(4bari+barj-bark) ,C(bar i -3bar j+2bar k),D(bar i-bar j-2bar k)`... If `A(2bar i-bar j-3bar k), B(4bari+barj-bark) ,C(bar i -3bar j+2bar k),D(bar i-bar j-2bar k)`...
If 4bar(i) + (2p)/3 bar(j)+ pbar(k)is parallel to the vector bar(i) + 2bar(j) + 3bar(k), find p.... If 4bar(i) + (2p)/3 bar(j)+ pbar(k)is parallel to the vector bar(i) + 2bar(j) + 3bar(k), find p....
The vector equation of the plane passing through the points `bar i-2bar j+bar k, 3bar k -2bar ... The vector equation of the plane passing through the points `bar i-2bar j+bar k, 3bar k -2bar ...
If `bar a =4 bar i+6 bar jand barb=3 bar j+4bar k`,then the vector form of the component of ... If `bar a =4 bar i+6 bar jand barb=3 bar j+4bar k`,then the vector form of the component of ...
The orthogonal projection of `bar a=2 bar i+ 3 bar j+3bar k` on `barb = bar i-2 bar j+bar k` ... The orthogonal projection of `bar a=2 bar i+ 3 bar j+3bar k` on `barb = bar i-2 bar j+bar k` ...