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In an election X got 30% of the total votes. Y got 25% of the total votes. Z got the remaining votes and he got 9600 more votes than X. Find the number of votes Y got.1. 164002. 157003. 160004. 15800 |
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Answer» Correct Answer - Option 3 : 16000 Given: In an election X got 30% of the total votes. Y got 25% of the total votes. Z got the remaining votes and he got 9600 more votes than X. Formula: Percentage increase/ decrease = [(new - actual)/actual] × 100% Calculation: Total no. of votes = 100% ⇒ X + Y + Z = 100% ⇒ 30% + 25% + Z = 100% ⇒ Z = 45% And Z got 9600 more votes than X. Z – X = 45% - 30% = 15% 15% = 9600 ⇒ 1% = 640 And 100% = 64000 = total votes Number of votes Y got = (25/100) × 64000 = 16000 ∴ Number of votes Y got is 16000. |
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