2. According to the manufacturer of M&M's, 30% of the produced M&M's are brown. John buys...

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2. According to the manufacturer of M&M's, 30% of the produced M&M's are brown. John buys a large family size bag and Karen buys a small (standard) bag. Which bag is more likely to have more than 50% brown M&M's? In other words, which bag is more likely to be quite different from the "population" of M&M's? (a) John's bag, since there are more candies and so his bag can have more brown M&M's. (b) John's bag, since there is more variability in the proportion of brown M&M's among larger samples. (c) Karen's bag, since there is more variability in the proportion of brown M&M's among smaller samples. (d) Both have the same chance since they are both random samples. Briefly explain your choice: 2. According to the manufacturer of M&M's, 30% of the produced M&M's are brown. John buys a large family size bag and Karen buys a small (standard) bag. Which bag is more likely to have more than 50% brown M&M's? In other words, which bag is more likely to be quite different from the "population" of M&M's? (a) John's bag, since there are more candies and so his bag can have more brown M&M's. (b) John's bag, since there is more variability in the proportion of brown M&M's among larger samples. (c) Karen's bag, since there is more variability in the proportion of brown M&M's among smaller samples. (d) Both have the same chance since they are both random samples. Briefly explain your choice: