Question
X got 32% marks and failed by 96 marks while Y got 58.5% marks and got 63 more marks than passing marks. Determine the total marks in the exam.
Solution
ATQ,
Let, total marks is βmβ
So, (0.585 β 0.32) Γ m = 96 + 63 = 159
Or. 0.265m = 159
Or, m = 600
More Percentage Questions
- If the student scores 25% marks then he is failed by 150 marks. But if he scores 55% marks then he is passed with 180 marks. Find the passing percentage?
- Find βxβ such that 10% of 'x' is equal to 80% of '25'.
- In a school election for the position of president, two students were competing. Among the eligible voters, 80% participated by casting their votes. Of the...
- Rahul secured 32% marks in an exam and fell short by 48 marks. Kunal secured 47% marks in the same test and scored 27 marks more than the passing marks. Fi...
- The value of a piece of land increases by 12% each year. If the present value is βΉ1,50,000, find the value after 2 years.
- Ajay purchases an item for Rs. 1600 and incurs additional costs of 20% for maintenance and 30% for transportation. Calculate the selling price he should se...
- Out of his total income, Deepak spent 15% on food, 60% of the remaining income on rent, and saved the remaining income which amounts to Rs. 17,000. Manish'...
- A invested a certain amount in Debt and Equity mutual funds in the ratio of 5: 7 respectively. At the end of one year, he earned a total dividend of 30% on...
- A candidate who gets 22% marks fails by 10 marks but another candidate who gets 40% marks gets 14% more than the passing marks. Find the maximum marks.
- In an entrance test, Sneha scored 41% and was 17 marks below the passing level, while Rohan scored 49% and obtained 7 marks more than the passing marks. De...