Imagine a population of N = 4 individuals, A, B, C and D. Individuals A and B are planning to vote in favor of a controversial referendum, whereas individuals C and D are planning to vote no. In the foreground of the referendum, you are asked to conduct a poll of n=2 individuals. Considering all conceivable simple random samples without replacement, what is the range in the estimates of the percentage of people who support the referendum?

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Suppose your sample is \(\large \{C, D\}\)
They gonna say no, so the percentage in favor is \(0\%\)

That is one extreme, can you guess the other extreme ?

A,B Say yes, so percent in favor is 100%... but not sure how to apply this to this question!

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