Question: Multiple Sample Hypothesis Testing with Playing Cards * Take a standard deck of 52 playing cards. Separate the cards into 4 stacks by suit. For

Multiple Sample Hypothesis Testing with Playing Cards * Take a standard deck of 52 playing cards. Separate the cards into 4 stacks by suit. For our purposes, let's assume the Ace is worth 1 point, 2 through 10 are worth their respective points, Jack is worth 11 points, Queen is worth 12 points, and King is worth 13 points. So there are 4 suits with values of 1 through 13 in them. The average value of all cards is 7.00. * From the Diamonds, remove the A, 2, 3 and 4; shuffle the rest of the stack and randomly choose 4 cards. * From the Hearts, remove the A, 2, Q and K; shuffle the rest of the stack and randomly choose 4 cards. * From the Clubs, remove the 10, J, Q and K; shuffle the rest of the stack and randomly choose 4 cards. * From the Spades, remove nothing; shuffle the entire stack and randomly choose 4 cards. * Using the Excel file for Analysis of Variance, conduct an ANOVA to test for a difference in the means for the four suits. Use a .05 significance level. If the null is rejected, be sure to look at the post hoc test results that follow.

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