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Directions: Answer the questions based on the information given below.
There are three types of coins i.e. 'Gold', 'Silver', and 'Copper' in each of three bags A, B, and C. The total number of coins in all the bags is 1510. The number of coins in bag 'A' is 580 and the total number of coins in bag 'B' is 510. The ratio between the number of copper coins in bag 'A', the number of copper coins in bag 'B', and the number of 'Gold' coins in bag 'C' is 3 : 2 : 4 respectively. The number of silver coins in bag 'B' is 60 more than the number of copper coins in bag 'B'. The number of 'Gold' coins in bag 'B' is 25% less than the number of silver coins in bag 'A'. The total number of 'gold' coins in all three bags is 570. The ratio of the total number of copper coins in all three bags and the total number of silver coins in all three bags is 20 : 27.
Find the ratio between the total number of silver coins in bag 'A' and the total number of 'Gold' coins in bag 'C'?
3 : 2
4 : 3
5 :4
6 : 5
7 : 6
- The total number of coins is 1510 with bag 'A' having 580 coins, bag 'B' with 510 coins, and bag 'C' having 420 coins (1510 - 580 - 510).
- Copper coins ratio: Bag A:Bag B:Bag C (Gold) = 3:2:4. Let’s assume copper coins in Bag A = 3x, Bag B = 2x, Bag C (Gold) = 4x.
- The number of silver coins in Bag 'B' = Copper coins in Bag B + 60.
- The number of Gold coins in Bag 'B' is 25% less than silver coins in Bag 'A'.
- Total Gold coins = 570. So, the gold coins in Bag C = 570 - (Gold in Bag A + Gold in Bag B).
- The copper to silver coin ratio is 20:27 across all bags.
- Calculate each bag's coin distribution and solve for x to find the total inferences.
- The question asks for the ratio between silver coins in Bag ‘A’ to Gold coins in Bag ‘C’.
- ?? The correct ratio is 7:6.
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