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The ratio of number of cans of orange, pineapple and mixed fruit juices kept in a store is 8 : 9 : 15. If the store sells 25%, 33.33% and 20% of orange,pineapple and mixed fruit juices cans respectively, then what is the ratio of number of cans of these juices in the remaining stock?

The ratio of number of cans of orange, pineapple and mixed fruit juices kept in a store is 8 : 9 : 15. If the store sells 25%, 33.33% and 20% of orange,pineapple and mixed fruit juices cans respectively, then what is the ratio of number of cans of these juices in the remaining stock? Correct Answer 1 : 1 : 2

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The ratio of number of cans of orange, pineapple and mixed fruit juices kept in a store is 8 : 9 : 15. If the store sells 25%, 33.33% and 20% of orange, pineapple and mixed fruit juices cans respectively, then what is the ratio of number of cans of these juices in the remaining stock?
A mixed juice was prepared by mixing orange, apple and pineapple juices in the ratio 18 ∶ 16 ∶ 3 respectively. On adding 8 litres of orange juice and 4 litres of pineapple juice, the ratio of mixed juice changes to 5 ∶ 4 ∶ 1. How much apple juice should be further added to it, so that the ratio of mixed juice becomes 10 ∶ 9 ∶ 2?
A vessel contains orange, pineapple and banana juices in the ratio of 7 : 9 : 8. If 20 litres of pineapple juice and 20 litres of orange juice are added to the vessel, then the ratio of these juices in the resultant mixture will become 6 : 7 : 4. What is the initial quantity of banana juice in the vessel?
A mixed fruit juice is made by mixing apple juice, orange juice and pineapple juice in the ratio 3 ∶ 5 ∶ 4 respectively. How much apple juice and orange juice is required to prepare the mixed fruit juice containing 16 litre of pineapple juice?
The price of an orange is 80% of the price of an apple. The price of an orange is Rs. 8. The price of an orange is 40% of the price of a pineapple. If 5 pineapple is added into the basket, which already had 40 oranges and 20 apples, then what will be the average price of a fruit in the basket?
A mixture of fruit juices is prepared by mixing 6 cups of orange juice, 3 cups of pineapple juice and some apple juice. How much apple juice is mixed such that the mixture contains 15% of pineapple juice?
A vessel contains a mixture of Grape, Pineapple and Banana juices in the respectively ratio of 4 : 6 : 5. 15 litres of this mixture is taken out and 8 litres of grape juice and 2 litres of pineapple juice is added to the vessel. If the resultant quantity of grape juice is 10 litres less than the resultant quantity of pineapple juice, what was the initial quantity of mixture in the vessel ? ( in litres)
A drink is to be prepared by mixing 4 parts of orange juice, 3 parts of pineapple juice and 1 part of apple juice. If 12 litres of orange juice, 15 litres of pineapple juice and 4 litres of apple juice is available, how much mixture can be prepared from the available juices?
In the following question, two statements are numbered as A and B. On solving these statements we get quantities A and B respectively. Solve for the both quantities and choose the correct option. Quantity A: A fruit seller sold 40% of his apples at a price of Rs. 80 per kg. Then he sold 30% of the remaining apples at a price of Rs. 100 per kg. Later, he sold 75% of the remaining apples for Rs. 120 per kg, and further remaining apples at Rs. 60 per kg. If he earned a total of Rs. 11762.50 from selling all his apples, how many apples did he have? Quantity B: 20% of the fruits in a shop are apples, while 40% of the remaining fruits are bananas. Also, 50% of the remaining fruits are mangoes. If the remaining fruits are 16 kg of pineapples and 20 kg of grapes, how many kg fruits are there in the shop?
What is the total number of employees in the company? Which of the following option is sufficient alone to find the answer? A) In the company, employees like either tea or coffee or cold drink. Out of the total employees, 25% like tea and 40% like coffee. Out of remaining employees, 20% like cold drink and remaining employees don’t like any of these drinks. B) Out of total employees 18% working in the marketing departments, 35% working in IT departments. From the remaining employees 25% working in HR departments and 45% working in content departments and remaining 141 are working in other departments. C) Employees working in the company is form state X, Y and Z. 20% of employees working in the company is from state X and from remaining 60% employees is from state Z and the remaining employees is from the state Y. D) 60% of the employees in the company are married and remaining employees are unmarried. The ratio of male and female unmarried employees is 4 : 5 and ratio of married male and female employees is 3 : 4.