A particle is projected from the surface of one star towards other star of same radius `a` and mass with such a minimum velocity`Ksqrt((GM)/a)`, so that it is attracted towards other star. Find the value of `K` if two stars are `2r` distance apart:
A. `(2(r-a))/([r(2r-a)]^(1//2))`
B. `(2(r-a))/([r(r-a)]^(1//2))`
C. `(r-a)/([r(r-a)]^(1//2))`
D. `(r+a)/([r(r-a)]^(1//2))`