If →a and →b are the position vectors of →A and →B respectively, then find the position vector of point →C in −−→BA produced such that −−→BC=1.5−−→BA.

If →a and →b are the position vectors of →A and →B respectivel

1.	If →a and →b are the position vectors of →A and →B respectively, then find the position vector of point →C in −−→BA produced such that −−→BC=1.5−−→BA.
Answer» If $\to a and \to b$ are the position vectors of $\to A and \to B$ respectively, then find the position vector of point $\to C i n - - \to B A$ produced such that $- - \to B C = 1.5 - - \to B A$ .

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If →a and →b are the position vectors of →A and →B respectively, then find the position vector of point →C in −−→BA produced such that −−→BC=1.5−−→BA.

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