A company says its premium mixture of nuts contains 11% Brazil nuts, 20% cashews, 19% almonds, and 10% hazelnuts, and the rest are peanuts. You buy a large can and separate the various kinds of nuts. Upon weighing them, advertises. you find there are 111 grams of Brazil nuts, 182 grams of cashews, 210 grams of almonds, 68 grams of hazelnuts, and 446 grams of peanuts. You wonder whether your mix is significantly different from what the company a) Explain why the chi-square goodness-of-fit test is not an appropriate way to find out. b) What might you do instead of weighing the nuts in order to use a x- test? a) Explain why the chi-square goodness-of-fit test is not an appropriate way to find out. Choose the correct answer below. O A. The weights of the nuts are quantitative. Chi-square goodness-of-fit requires counts O B. The expected counts are not all greater than or equal to 5. O C. The company does not specify an actual count of how many nuts are in their mixture, only percentages. Chi-square goodness-of-fit requires a total count. O D. The weights of the nuts are given in grams but need to be standardized to kilograms before using the chi-square goodness-of-fit test. b) What might you do instead of weighing the nuts in order to use a x test? O A. Weigh the amount of each nut in the can, then divide by the total weight excluding the can O B. Weigh the amount of each nut in many large cans. Time Remaining: 00:33.20 Submit test