Final answer:
The question relates to calculating the probabilities of receiving different sizes of broasted chicken in a high school math class, using weights and piece counts.The correct answer is b)8, 12, or 16 pieces, or by weight.
Step-by-step explanation:
The question refers to determining the sizes of tubs of broasted chicken, which seems like a business question but actually relates to probability concepts in mathematics. Given the context clues, such as references to 'P(you will get a chicken breast)' and weights of chicken breasts and pork chops, this question appears to be associated with calculating probabilities in a high school math class.
The list of food items and their weights, along with the probability questions such as 'P(you will not get a chicken breast and you will not get a pork chop)' suggest the application of probability theory to practical scenarios. It's important to note the weights of the chicken pieces mentioned in the question to assess the probabilities correctly, just as you would factor in the sizes of tubs of broasted chicken whether they are measured in piece counts, such as 8, 12, or 16 pieces, or by weight.
This probabilistic approach is commonly used in mathematics to solve real-world problems, such as determining the likelihood of receiving a particular size of a product based on a random selection.The correct answer is b)8, 12, or 16 pieces, or by weight.