If the position vector of a point P is →r=x^i=y^j+z^k, where x, y, z – InterviewSolution

1.	If the position vector of a point P is →r=x^i=y^j+z^k, where x, y, zϵ N and projection of →r on →a=^i+^j+^k is 10√3 then number of possible of P is also equal to
Answer» If the position vector of a point P is $\to r = x^i = y^j + z^k,$ where x, y, z $ϵ$ N and projection of $\to r$ on $\to a =^i +^j +^k i s \frac{10}{\sqrt{3}}$ then number of possible of P is also equal to

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