Please help me, I will give you a shiny shiny medal :) A study group consists of 5 students: Bob, Patricia, Mike, Jan, and Maria. 2 of the students must go to the board to demonstrate a homework problem . List all possible samples of size n=2 from a population of N=5 without placement. Comment on the likelihood of the sample containing Bob and Patricia. I'm not sure how to do this besides list them all out- but I feel there is an equation I can use to find this faster with the n and N. Please give detailed instructions, thanks :) ( and this is simple random sampling).
I got the total samples of 10 possibilities, but it's wrong. In simple random sampling do we count repeats or no?
no dont count repeats soo its 1/10 youre welcome
was i supposed to also add repeats in simple random sampling?
wait is it really 1/10?
1 in 10 chance of bob and pat being together
Is there a quicker way to find it? Besides writing it out? like with combinations or something?
wel you just say the first name wi the rest is 54 next name in 3 so you just do 4+3+2+1=10 and one of them if bob and pat
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