Members of a soccer team suspect the coin used for the coin toss at the beginning of their games is unfair. They believe it turns up tails less often than it should if it
were fair. The coach of the team decides to flip the coin 100 times and count the
number of tails. His trial results in 35 tails. He decides to carry out a significance
test. What is the p-value he obtains and the general conclusion that can be made at
a 99% significance level?