Can you rewrite this?
Answers:
- The number of possible combo meals is 8 (MH, MT, EH, ET, AH, AT, LH, LT).
- The different combo meals are MH, MT, EH, ET, AH, AT, LH, LT.
- The probability of a meal being chosen can be calculated by dividing the frequency of a specific combo meal by the total number of trials (150).
- To answer the questions about Table 1:
- The tree diagram for the different combo meals can be constructed by listing all possible pairings of entrees and desserts (MH, MT, EH, ET, AH, AT, LH, LT).
- The number of possible combo meals can be counted by listing the pairs on the tree diagram, which results in 8 combos.
- The shortcut formula for calculating the number of combo meals is 4 (number of entrees) x 2 (number of desserts), which equals 8.
- The probability a person will choose a given meal can be calculated by taking the frequency of that meal and dividing it by the total number of trials. For example, the probability of choosing combo meal EH is 20/150 = 13.33%.
- There are 8 different combo meals to choose from (MH, MT, EH, ET, AH, AT, LH, LT).
- To find the probability of choosing a specific combo meal, divide the frequency of that meal by the total number of trials (150).
- To analyze Table 1, a tree diagram can be used to show all possible pairings of entrees and desserts (MH, MT, EH, ET, AH, AT, LH, LT).
- The total number of possible combo meals can be calculated by multiplying the number of entrees (4) by the number of desserts (2), resulting in 8 combos.
- To find the probability of choosing a specific combo meal, divide the frequency of that meal by the total number of trials. For example, the probability of choosing combo meal EH is 20/150 = 13.33%.