A father wants to distribute a certain sum of money between his daughter and son in such a way that if both of them invest their shares in the scheme that offers compound interest at $\frac { 25 } { 3 } \%$ per annum, for $t$ and $t + 2$ years respectively, then the two shares grow to become equal. If the son's share was rupees 4320, then the total money distributed by the father was\\
(A) rupees 9360\\
(B) rupees 9390\\
(C) rupees 16, 590\\
(D) rupees 16, 640.