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Let vec(a)=hati+hatj+hatk,vec(b)=hati and vec( c )=c_(1)hati+c_(2)hatj+c_(3)hatk. Then If c_(2)=-1 and c_(3)=1. Show that no value of c_(1) can make vec(a),vec(b) and vec( c ) coplanar.

Answer»


Answer :Hence, no VALUE of `c_(1)` can make `vec(a),vec(B)` and `vec( C )` COPLANAR.


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