A survey of 80 randomly selected voters was conducted before an election. Out of the 80 voters, 30 said they would vote for candidate A, and 50 said they would vote for candidate B. Based on the survey, if 5,000 people vote in the election, how many would be expected to vote for candidate B?

A) 1,500: Incorrect. This is the result of assuming the number of surveyed voters in favor of candidate A as the percentage for the expected probability.
B) 1,875: Incorrect. This is the result of choosing the number of voters expected to vote for candidate A.
C) 3,125: Correct.
D) 3,500: Incorrect. This is the result of assuming the number of surveyed voters in favor of candidate B as the percentage for the expected probability.