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In a town, two opposition leaders (Ram & Shyam) are contesting in an election. 80% of the registered voters cast their votes in the election and Ram wins the election by 600 votes. If Ram had received 12.5% less votes, Ram’s votes would have been equal to Shyam’s votes. How many registered voters are there in the town?
5200
5250
4250
5850
4675
- The total number of registered voters is \( x \).
- 80% of voters cast their votes, so the number of votes cast is \( 0.8x \).
- Ram wins by 600 votes, which means Ram has 600 more votes than Shyam.
- If Ram had received 12.5% fewer votes, his votes would equal Shyam's.
- Let's denote Ram's votes as \( R \) and Shyam's votes as \( R - 600 \).
- According to the condition of reduction, \( 0.875R = R - 1200 \).
- Solving \( 0.875R = R - 1200 \), we find \( R = 4800 \).
- Therefore, \( R + (R - 600) = 0.8x\).
- Solving \( 4800 + 4200 = 0.8x \), gives \( x = 5250 \).
- Correct Answer: Option 2: 5250
By: Parvesh Mehta ProfileResourcesReport error
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