an election involving 5 candidates and 30 voters is held and the results of the election are to be determined using the borda count method. The maximum number of points a candidate can receive is...?

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an election involving 5 candidates and 30 voters is held and the results of the election are to be determined using the borda count method. The maximum number of points a candidate can receive is...?

Mathematics
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so if there are 30 voters then the maximum votes would be that amount
Not with the borda count chart. Do u know what a borda count chart is? or a preference schedule? Its discrete mathematics
oh okay I just read into it

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Other answers:

ohkay
so it is a ranking system based on the distribution of votes based on what I read, there are different ways to have the maximum points n, n-1 or percentage based on ranking.
apparently this is not a one-system of counting this is an example of the simple borda count and it could get more complex based on different distributions http://www.ctl.ua.edu/math103/Voting/borda.htm
out of 5 total the 1st place candidates get *5 on the first place votes. so if 1st place had 7 votes youd multiply it by 5
yes that is right
https://www.math.ku.edu/~jmartin/courses/math105-F11/Lectures/chapter1-part2.pdf
so since there is only one group of 30 voters, you only multiply the winner (1st place) by the number of candidates and the number of voters.
I get that but i just dont get the question being asked idk how to do it
30 voters are not stratified or grouped so we treat them as one group 5 candidates x 30 voters = maximum points that can be gained
we can probably investigate a lower number of voters and candidates to show you the concept
so 150?
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where did you go?

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