A vote to elect the class president is being held in a classroom with students. There are nominees, who do not get to vote. If the vote is a secret vote, i.e. the people do not know who voted for whom, what is the number of possible vote count results?
How many ordered sets of non-negative integers are there such that ?
Consider the two sets and How many possible functions are there such that if then
Calvin took a trip to the store to purchase some lightbulbs. His choices at the store were lightbulbs. If Calvin purchased lightbulbs, how many different combinations of bulbs could he have purchased?
A vote to elect the class president is being held in a classroom with students. There are nominees, who do not get to vote. If the vote is a secret vote, i.e. the people do not know who voted for whom, what is the number of possible vote count results?