The ratio is 1 : 3 : 4
Let, A get = ₹1x
B get = ₹3x
C get = ₹4x
So, the total money A, B and C gets is = ₹1x+3x+4x
According to the question,
₹1x+3x+4x=₹5600
\rightarrow\ 8x\ =\ 5600
\rightarrow\ x\ =\ \frac{5600}{8}
\rightarrow\ x\ =\ 700

\therefore A\ get =₹1x or ₹1×700=₹700
\therefore B\ get =₹3x or ₹3×700=₹2100
\therefore C\ get =₹4x or ₹4×700=₹2800
Ans: A gets ₹700, B gets ₹2100, and C gets ₹2800.