In a municipal election three candidates, Santosh, Ravi, and Vipin, contested and the valid voles they got were in the ratio of 11
: 4 : 9. If the winner defeated his nearest rival by 8350 voles, then how many valid voles were polled in that election?
This questions was previously asked in
SSC MTS 7th July 2022 Shift-3
1,02,000
Incorrect Answer2,10,000
Incorrect Answer1,90,000
Incorrect AnswerExplanation:
- The candidates Santosh, Ravi, and Vipin received votes in the ratio of 11:4:9.
- The condition given is that the winner defeated his nearest rival by 8350 votes.
- Assume the candidates got 11x, 4x, and 9x votes respectively.
- The winner is Santosh, and the nearest rival is Vipin since 11:9 is the closest ratio.
- The difference between the votes of Santosh and Vipin is 11x - 9x = 2x.
- According to the problem, 2x = 8350.
- Solving for x gives x = 4175.
- Therefore, the total valid votes polled are 11x + 4x + 9x = 24x = 24 * 4175 = 1,00,200.
The correct option is:
- Option: 4 - 1,00,200
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