TOOLKIT Notes: Probability Models

Last updated over 5 years ago

13 questions

Question 1

two events that don't _____ each other when they occur

Question 2

Example of Independent Events:

Question 3

The events in my example are independent because:

Question 4

Non-Example of Independent Events:

Question 5

The events in my example are NOT independent because:

Question 6

If two events are _____ you can

Question 7

you can _____ their probabilities together to find the probability that both occur.

Question 8

These can be modeled with _____ models

Question 9

or______.

Question 10

10.

60% of Americans prefer Pepsi to Coke. Find the probability that both Mary and John prefer Pepsi to Coke.

Question 11

11.

There is a 35% chance that it will rain each day this week. Find the probability that it rains Monday and Tuesday and it does not rain on Wednesday.

Question 12

12.

P(male and likes to eat popcorn at the movies)

Question 13

13.

P(female and does not like to eat popcorn at the movies)

Question 1

two events that don't _____ each other when they occur

Question 2

Example of Independent Events:

Question 3

The events in my example are independent because:

Question 4

Non-Example of Independent Events:

Question 5

The events in my example are NOT independent because:

Question 6

If two events are _____ you can

Question 7

you can _____ their probabilities together to find the probability that both occur.

Question 8

These can be modeled with _____ models

Question 9

or______.

Question 10

10.

60% of Americans prefer Pepsi to Coke. Find the probability that both Mary and John prefer Pepsi to Coke.

Question 11

11.

There is a 35% chance that it will rain each day this week. Find the probability that it rains Monday and Tuesday and it does not rain on Wednesday.

Question 12

12.

P(male and likes to eat popcorn at the movies)

Question 13

13.