SOLUTION: Assuming that the 26 letters in the English language alphabet comprise a population, 1. Briefly explain how a simple random sample of size n = 7 can be obtained with no mode(s).

Algebra ->  Probability-and-statistics -> SOLUTION: Assuming that the 26 letters in the English language alphabet comprise a population, 1. Briefly explain how a simple random sample of size n = 7 can be obtained with no mode(s).      Log On


   



Question 1186834: Assuming that the 26 letters in the English language alphabet comprise a population,
1. Briefly explain how a simple random sample of size n = 7 can be obtained with no mode(s). No calculations would be involved.



2. Showing your work, find the total number of simple random samples of size n = possible, none having any mode.
3. Showing your work, what is the probability of drawing a simple random sample of size n = 7 containing the set A, B, C, D, X, Y, Z, using a 6-ball capacity scoop and at first attempt, from a bag containing 26 ping pong balls, each uniquely labeled one of the 26 letters?

Answer by ikleyn(52915) About Me  (Show Source):
You can put this solution on YOUR website!
.

                    D U P L I C A T E


Just solved under this link

https://www.algebra.com/statistics/Describing-distributions-with-numbers/Describing-distributions-with-numbers.faq.question.1186716.html

https://www.algebra.com/statistics/Describing-distributions-with-numbers/Describing-distributions-with-numbers.faq.question.1186716.html