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Directions: Answer the questions based on the information given below
Seller 'A' and seller 'B' sold a certain number of 'wooden' and 'plastic' toys. The selling price of each 'wooden' toy that is sold by seller 'A' is equal to the selling price of each 'wooden' toy that is sold by seller 'B'. The selling price of each 'plastic' toy that is sold by seller 'A' is equal to the selling price of each 'plastic' toy that is sold by seller 'B'. The total unit sale of 'plastic' toys to 'wooden' toys by seller 'A' is in the ratio of 3 : 8 respectively. The ratio of the total number of 'wooden' toys sold by seller 'A' to that by seller 'B' is in the ratio of 2 : 3 respectively. The total number of toys sold by seller 'B' is 100. The number of 'plastic' toys sold by seller 'B' is equal to the number of 'wooden' toys sold by seller 'A'. The selling price of each 'wooden' toy is double the selling price of each 'plastic' toy and it is applicable for both the given sellers.
If the selling price of each 'plastic toy that is sold by seller 'A' is 130 Rs., then find the total revenue generated by seller 'A' from selling all the 'wooden' toys together?
10200 Rs.
10300 Rs.
10400 Rs.
10500 Rs.
10600 Rs.
- Seller A's ratio of plastic to wooden toys is 3:8.
- Let wooden toys sold by A be 8x, then plastic toys = 3x.
- Ratio of wooden toys sold by A to B is 2:3. So, if A sold 8x, B sold 12x wooden toys.
- Seller B sold 100 toys in total. Let wooden toys by B be y, then plastic toys = 100 - y.
- Given 12x (wooden by B) = y, so 100 - y = plastic by B = 8x (wooden by A).
- Substitute y = 12x, then 100 - 12x = 8x leads to x = 5.
- Revenue from wooden toys by A = 8x * 260 = 8 * 5 * 260 = 10400 Rs.
Option 3: 10400 Rs.
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By: Parvesh Mehta ProfileResourcesReport error
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