Part 1

A small construction crew in northwestern Canada is about to start road work on a mining road. Larry White is the operations lead. He believes that the work is not too difficult and it will only take one day. Since this road is in a pretty remote area, not many vehicles drive on it. The amount of daily traffic follows a uniform distribution with daily vehicles ranging from 2 to 17.

Given this discrete uniform distribution, what is the probability that the number of cars stopped by this construction will be 7 or 8?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.

What is the probability that the construction crew will stop less than 10 cars?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.

Part 2

Another construction crew in northern Canada, led by Willie Gray, is about to start road work on a logging road. Being minor, their work will only take a single day. Since this road is far from civilization, not many vehicles drive on it. The amount of daily traffic follows a poisson distribution with.

Given this Poisson distribution, what is the probability that the number of cars stopped by this construction will be 5?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.

What is the probability that the construction crew will stop more than 3 cars?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.

Part 3

Joshua Wilson is leading a third small construction crew in northeastern Canada which is about to start road work on a road that connects two small fishing villages. Being minor, their work will only take one day. Since this road is in a remote area, not many vehicles drive on it. The amount of daily traffic follows the following distribution.

Number of Drivers ---------------------------------------------------------- Probability

1 ---------------------------------------------------------- 0.17

2 ---------------------------------------------------------- 0.163

3 ---------------------------------------------------------- 0.162

4 ---------------------------------------------------------- 0.161

5 ---------------------------------------------------------- 0.344

Given this distribution, what is the probability that the number of cars stopped by this construction will be 3 or 5?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.

What is the probability that the construction crew will stop more than 1 cars?

Enter your answer in decimal form using three decimal places. For example, if your answer is 23.24%, you should enter .232 in the box below.