Question

In an election 2 candidates were participated.20% votes declared to be invalid and the winner gets 70% of valid votes and won by 9600 votes.

Find the total no voters?




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Answer 1

Step-by-step explanation:

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Answer 2

There are 120,000 votes in total.

Step-by-step explanation:

Since we have given that

Let the total votes be x.

Percentage of votes are invalid = 20% x = 0.2x

So, remaining votes = $x-0.2x=0.8x$

Percentage of votes get by winner = 70%

Percentage of votes get by loser = 30%

So, winner won by 9600 votes

According to question, we get that

$0.2x\times (0.7-0.3)=9600\\\\0.2x\times 0.4=9600\\\\x=\dfrac{9600}{0.2\times 0.4}\\\\x=120000$

Hence, there are 120000 votes in total.

# learn more:

In an election two candidates participated. 15% voters did not vote. 20% declared invalid and the winner got 75% of the valid votes. if he won by 3400 votes, find the number of voters in the voting list.

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