Question
In an election between two candidates ‘A’ and ‘B’, ‘A’ received 58% of the total votes and won by 2,400 votes. Find the number of votes received by ‘B’.
Solution
Let the total number of votes be ‘100n’ Number of votes received by ‘A’ = 0.58 × 100n = 58n Number of votes received by ‘B’ = 100n − 58n = 42n So, 58n − 42n = 2,400 Or, 16n = 2,400 Or, n = 150 Required number of votes = 42 × 150 = 6,300
More Percentage Questions
- A manufacturer produced a total of 24000 items where 40% of the items were electronic gadgets and the remaining items were household appliances. If 70% of ...
- A training batch consists of 2600 participants, out of which 20% are selected for an advanced workshop. If 1/4 of those selected are working professionals,...
- 66% of a number is equal to 44% of another number. If their total is 330, what is their difference?
- Kiran’s salary is first increased by 35% and then decreased by 30%. The result is the same as Pooja’s salary increased by 50% and then reduced by 20%. Find...
- Out of 700 people in a club, 15% speak Russian and the rest speak Ukrainian. If out of non-Russian speakers, 60% are males and out of Russian speakers 80 a...
- Vikas spent 28% and 22% of his monthly salary on house EMI and car maintenance respectively. Out of the remaining amount, he spent 10% and one-fifth on hob...
- Income of 'A' is Rs. 1,000 more than that of 'B'. Both spend 20% of their respective incomes. If the savings of 'C' is 16% of his income and is equal to th...
- The income of A is 25% more than income of B and the income of C is 60% less than the sum of income of A and B. Income of C is what percent less than incom...
- A man spent 50% of his income in May. If his savings is increased by 30% in June and becomes Rs. 9100, then find the income of man in May.
- The total strength of school A is 20% more than that of school B. In school A and B, out of total number of students, 30% and 40% respectively are girls. T...