can anyone help with this:
Go through the first part of the problem first. You know N=20. Then try n=0, 1, and 2 using what you know about calculating probabilities using binomial distribution.
It states 5% of all components are defective. So how many in a sample of 20 are defective? What is the probabilities of having 0 defectives? How about 1 and 2?
Here is a link in case: http://mathworld.wolfram.com/BinomialDistribution.html
thats the problem, i have no clue how to do binomial and when ever i look at it online it just blags my head, anyone help me with some step by step instructions on working it out?
Here is a link: http://www.intmath.com/Counting-probability/12_Binomial-probability-distributions.php
It gives a description of the formula and examples, complete with solutions.
Once you have read through the page, move on to your question. It is a lot like the problems on the page. The important step is to identify the variables. Try (i) - the probably of 0 being the number of defective samples. Thus x=0. You are taking 20 total samples, so n=20. You are also given the probability that 5% are defective. Now it is a matter of plugging everything in the formula.
Moderator's note: thread moved from "Set Theory, Logic, Probability, Statistics"
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