In an election between two candidates, 70% of the total votes enrolled were polled. Out
of which 4% votes were declared invalid. A winning candidate got 12600 votes, which were 60%
of the valid votes. The number of voters cast their vote will be
A. 31250
B. 32050
C. 21875
D. 22125
Answers
Answered by
0
Step-by-step explanation:
udur
Answered by
0
The number of voters will be C. 21875.
Given - Percentage enrolled, invalid and valid votes
Find - Number of voters
Solution - Number of votes enrolled = x
Polled votes = 70%*x
Valid votes = 96%*70%*x
As per the question-
60%*96%*70%*x = 12600
60/100*96/100*70/100*x = 12600
x = 12600*10⁶/(60*96*70)
x = 31,250
Number of votes casted or polled = 70% of total enrolled votes
Number of voters casted = 70/100*31*250
Number of voters casted = 21,875
Hence, number of voters cast their vote will be C. 21875.
#spj2
Similar questions