In a school election, Peter wins over Albert by a margin of 260 votes which is 13% of the total number of votes. If the invalid votes are 0.5%, then how many votes are valid?
Answers
Answer:
1990
Step-by-step explanation:
Given In a school election, Peter wins over Albert by a margin of 260 votes which is 13% of the total number of votes. If the invalid votes are 0.5%, then how many votes are valid?
Let the total number of votes be x
So 13% of x = 260
13/100 x = 260
13 x = 26000
x = 2000 votes
So given invalid votes as 0.5%
So 0.5/100 x 2000
= 10 votes
Now valid votes is 2000 - 10 = 1990 votes
Valid votes is 1990
Answer:
Defective votes = 10
Step-by-step explanation:
Given that
No of votes Peter Wins over Albert = 260
260 accounts to = 13%
So, Total number of votes can be found as
Total Votes = (100x260)/13
Total Votes = 2000
As it is given 0.5% votes are defective. So,
Defective votes = 0.5% of 2000
Defective votes = 0.005x2000
Defective votes = 10