which simulation would work best to find the experimental probability that three people in a group of 22…

which simulation would work best to find the experimental probability that three people in a group of 22 were born in the same month?\n a random - number generator with numbers from 1 to 22\n a 6 - sided number cube\n a coin flipped 11 times\n a random - number generator with numbers from 1 to 12

which simulation would work best to find the experimental probability that three people in a group of 22 were born in the same month?\n a random - number generator with numbers from 1 to 22\n a 6 - sided number cube\n a coin flipped 11 times\n a random - number generator with numbers from 1 to 12

Answer

Answer:

D. a random - number generator with numbers from 1 to 12

Explanation:

Step1: Identify the relevant quantity

We are interested in months of birth. There are 12 months in a year.

Step2: Analyze each option

  • Option A: Numbers from 1 to 22 have no relation to months.
  • Option B: A 6 - sided number cube has only 6 possible outcomes, not enough to represent 12 months.
  • Option C: Flipping a coin 11 times is related to binary outcomes (heads/tails) and not to months.
  • Option D: A random - number generator with numbers from 1 to 12 can be used to simulate the month of birth for each person. Each number can represent a different month.