A game commission is interested in estimating the number of large-mouth bass in a reservoir. A random sample of 2876 bass is caught. Each bass is marked/tagged and released back into the reservoir. At some later time a second sample of 2562 bass is caught, with 678 of them being marked/tagged. Estimate the total bass population in this reservoir, and give a 95 percent interval estimate for it.
Let n demote the second sample size and X denote the number of bass that are marked caught
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