Consider a population consisting of 4, 7, 8, 13, 15 and 17. Suppose samples of size 3 are drawn from this population. Determine the total number of samples. *
The number of possible samples which can be selected without replacement is
"\\begin{pmatrix}\n N \\\\\n n\n\\end{pmatrix}=\\cfrac{N! } {n! \\cdot(N-n)! }=\\\\\n=\\begin{pmatrix}\n 6\\\\\n 3\n\\end{pmatrix}=\\cfrac{6! } {3! \\cdot3! }=\\cfrac{4\\cdot5\\cdot6}{2\\cdot3}=20 ."
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