Question
Monthly income of Eric and Olivia is Rs. 71,200 and Rs.
78,500 respectively. Eric spends 9%, 16%, and 18% on house rent, food, and education of children respectively while Olivia spends 17%, 20%, and 15% on house rent, food, and education of children respectively. If Eric and Olivia spend 24% and 20% of their monthly income on other expenses, then find the difference between the savings of Olivia and Eric.Solution
ATQ,
Eric's Expenses Eric's monthly income = Rs. 71,200 House rent: 9% of Rs. 71,200 = Rs. 6,408 Food: 16% of Rs. 71,200 = Rs. 11,392 Education of children: 18% of Rs. 71,200 = Rs. 12,816 Other expenses: 24% of Rs. 71,200 = Rs. 17,088 Total expenses of Eric = Rs. 6,408 + Rs. 11,392 + Rs. 12,816 + Rs. 17,088 = Rs. 47,704 Savings of Eric = Rs. 71,200 - Rs. 47,704 = Rs. 23,496 Olivia's Expenses Olivia's monthly income = Rs. 78,500 House rent: 17% of Rs. 78,500 = Rs. 13,345 Food: 20% of Rs. 78,500 = Rs. 15,700 Education of children: 15% of Rs. 78,500 = Rs. 11,775 Other expenses: 20% of Rs. 78,500 = Rs. 15,700 Total expenses of Olivia = Rs. 13,345 + Rs. 15,700 + Rs. 11,775 + Rs. 15,700 = Rs. 56,520 Savings of Olivia = Rs. 78,500 - Rs. 56,520 = Rs. 21,980 Difference in Savings Difference in savings = Rs. 23,496 - Rs. 21,980 = Rs. 1,516
A container holds 260 liters of a solution of milk and water mixed in the ratio of 7:6 respectively. ‘x’ liters of this solution is drawn out and re...
A container was filled with pure milk. A person removed 10 litres of milk and refilled it with water to hide the act. He repeated the same act once agai...
A mixture contains alcohol and water in the ratio 5:4. When 30% of this mixture is transferred to container C, the amount of alcohol in container C is 6...
A mixture of 40 litres of milk and water contains 10% water. How much water should be added to it to increase the percentage of water to 25% ?
A mixture contains 45 ml water and rest ‘x’ ml milk. When 0.3x ml of water is added, the water becomes 3/7th of the mixture. Find the value of ‘x�...
450 ml of a mixture contains milk and water in the ratio of 15 respectively. If 70 ml of water and 80 ml of milk are added into it, then the ratio of mi...
A 309 litre mixture consists of milk, water and honey. In the mixture, the quantity of milk is 30% more than that of honey and the quantity of water is ...
- A jar contains milk and water in the ratio 6:5. After 22 litres of water is added, the new ratio becomes 6:7. Calculate the final amount of the mixture.
A jar contains a mixture of milk and water in the ratio 1:3, respectively. If 7-litres of the mixture is taken out, then the quantity of water left in t...
A container holds a mixture of petrol and diesel in the ratio 11:5. If 32 litres of the mixture is removed and replaced with 4 li...