The document discusses probability concepts and calculations. It provides examples of finding the experimental probability of hitting a bullseye in darts, simulating a true/false quiz with random numbers, calculating the theoretical probability of rolling a multiple of 3 with a dice, and determining the probability of having a child with blue eyes based on parent's eye color genes.

1. Probability Section 1-6

3. A player hit the bull’s eye on a circular dartboard 8 times out of 50. Find the experimental probability that the player hits the bull’s eye. Experimental Probability: [P(event)] =

4. Describe a simulation you could use that involves random numbers to find the following experimental probability. Suppose you take a four-question true-or-false quiz and guess the answers at random. What is the probability that you will get at least three questions correct? Setup: Random Numbers: Calculator or www.random.org/sequences/?mode=advanced

5. Find the theoretical probability of rolling a multiple of 3 with a number cube. Theoretical Probability is when you calculate the probability based on the characteristics of the sample space.

6. Brown is a dominant eye color for human beings. If a father and mother each carry a gene for brown eyes and a gene for blue eyes, what is the probability of their having a child with blue eyes? Let B represent the dominant gene for brown eyes . Let b represent the recessive gene for blue eyes . P ( blue eyes ) = B b B BB B b b B b bb Gene from Father Gene from Mother