Circle the ones that DO NOT meet the following criteria and

Circle the ones that DO NOT meet the following criteria and if THEY DO then circle \"all conditions are met; this is a binomial experiment\"

The 5 criterias:

1. There is a fixed number (N) of trials.

2. Each trial has two possible outcomes.

3. The possible outcomes are mutually exclusive.

4. Each trial is independent of each other trial.

5. The probability of the two outcomes is the same for each trial.

Consider whether each of the five criteria are satisfied for each of the following examples. For each example, indicate whether all five criteria are met (that is, the experiment is a binomial experiment), or indicate which of the five criteria have not been met using the numbers in the previous list of required conditions. A random sample of 320 people is selected from a large city. A poll is conducted to determine how many people in the sample regularly watch cable news channels. Each person is asked to respond with either a yes or a no. Conditions #1 and #2 are not met. All conditions are met; this is a binomial experiment. Conditions #3 and #5 are not met. Conditions #3 and #4 are not met. A sharpshooter fires 35 shots at a target from different distances. Assume that her performance on each shot is not affected by her previous attempts. Her accuracy is measured by counting the number of times she hits the target. O Condition #1 is not met. O Condition #2 is not met. © All conditions are met, this is a binomial experiment. Condition #5 is not met. People are randomly selected from a large group, and each person\'s age is recorded. The trials continue until a person older than 85 is encountered. All conditions are met; this is a binomial experiment. Conditions #3 and #5 are not met. Conditions #1 and #2 are not met. Conditions #3 and #4 are not met.

Solution

1.All conditions are met, this is a binomial experiment.

2. All conditions are met, this is a binomial experiment.

3.Conditions 1 and 2 are not met.