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the five friends are united in their love for each other and their desire to survive in a world where all around them is hostile. in the uk, the story of the loafer gang takes place in london in the present day. the friends' lives are now under threat from an unknown person, and their future may depend on a phone call that they never thought they would make.q: how to find p-value for the difference in means using a t-test? i was given the following data and need to calculate the p-value for the difference in means for the two samples. samples: y = (1, 5, 6, 3, 8) y2 = (1, 5, 3, 8, 6) means: y = (4, 4.5, 3, 5, 6) y2 = (4, 4.5, 3, 5, 6) t-test: t = (y - y2) / y t2 = (y - y2) / y2 i understand how to calculate the t and t2. i am just not sure how to calculate the p-value. a: this is actually a bit tricky to do as a one-off calculation. the simplest solution i can think of is to perform a non-parametric bootstrap. this can be done by creating a sample of size $n$ from the null distribution of the difference between the two means (you can use a standard two-sample t-test if you want) and then take the difference between the two means. repeating this $b$ times yields the bootstrap estimate of the difference between the two means. you then find the $p$-value from the empirical distribution of these bootstrap estimates. if you want to have an idea of the confidence in this bootstrap estimate, you can then generate $b$ bootstrap estimates and take the $95%$ confidence interval for the difference between the two means. this is not a robust approach (you don't make a proper assumption about the null distribution of the difference in means, but it's quick and easy), but it can give you an idea of the uncertainty involved in the difference in means. this section provides background information related to the present disclosure which is not necessarily prior art.