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A survey about holiday food was given to a group of people. The probability that a participant liked turkey during their holiday meal was 63%.

A survey about holiday food was given to a group of people. The probability that a participant liked turkey during their holiday meal was 63%. The probability that a person liked both turkey and mac & cheese was 20%. The probability that a person liked neither turkey nor mac & cheese was 24.5%.

Based on these probabilities, do you believe that liking turkey is independent of liking mac & cheese? Why or why not? Support your stance using a mathematical argument.

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