Rs.3068 is distributed in A, B and C in such a way that the ratio of their parts to 1: 3: 2 is reduced by 3 to 50 divided by each. How much is the money received by C?
Answers
Correct Question :- Rs.3068 is distributed in A, B and C in such a manner that each of them is reduced to Rs.50 ,The ratio of their parts is 1: 3: 2. How much is the money received by C ?
Solution :-
→ Original amount = Rs.3068
given that, Rs. 50 is reduced from each parts .
so,
→ Total amount reduced = 3 * 50 = Rs.150 .
then,
→ Amount left to be distributed = 3068 - 150 = Rs.2918 .
Now, let us assume that, parts of A , B and C are Rs.x , Rs.3x and Rs.2x respectively .
therefore,
→ x + 3x + 2x = 2918
→ 6x = 2918
→ x = 486.34 .
hence,
→ Recieved by C = 2x + 50 = 2(486.34) + 50 = Rs.1022.68 (Ans.)
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