Example. Coin a is not fixed=> the null hypothesis=no relationship between two measured phenomena. After flipping the coin 100 times, 66 heads show up. What is the probability of getting this data in a fair coin?


=> 100!/66!(34!)=580717429720889409486981450
p^n(1-p)100-n=0.5^66(0.5)^34=.5^100 since a^ma^n=a^m+n=0.0000000000000000000000000000007889
580717429720889409486981450 X 0.0000000000000000000000000000007889 =0.00045812798
OR the p-value is given the hypothesis is true, what is the probability that we would see a graph as such. If it is less than 5% chance over an assumed many repetitions in many drug and social science studies, we reject the hypothesis.