General Rule of Addition
General Multiplication Rule
Conditional Probability
Tree and Venn Diagrams
Permutations
100

Formula for the General Rule of Addition

What is: P(A or B) = P(A) + P(B) - P(A and B)

100

Formula for Multiplication Rule of Probability

What is P(A and B) = P(A) * P(B) 

OR 

P(A and B) = P(A) * P(B|A)

100

Formula for Conditional 

What is P(B|A) = P(A and B)/P(A) 

100

When would be the best time to use a Tree Diagram?

What is "When you have to show multiple options for a situation" (Answers may vary) 

100
The formula for Permutations

What is n!/(n- r)! 

200

We're playing the game of "Sorry!" and we have a die. The probability of Vashtie getting a number less than 4 or greater than 5

What is 4/6 or 2/3

200

Daniel has a box with 4 black color bottles and 8 gray color bottles. Two bottles are drawn without replacement from the box. What is the probability that both of the bottles are gray? SIMPLIFIED

What is 14/33

200

The probability that Sue will go to Mexico in the winter and to France in the summer is 0.40 . The probability that she will go to Mexico in the winter is 0.60 . Find the probability that she will go to France this summer, given that she just returned from her winter vacation in Mexico.

What is 0.67

200

Create a Venn Diagram for the following Scenario: it was found that 63% of all students at Mill University read Time magazine, 51% read U.S. News and World Report, and 24% read both magazines

Check boards!

200

5P2

What is 20

300

We're playing the game of "Sorry!" and we have a die. The probability of Darius getting a number less than 4 or an even number

What is 5/6

300

Sohkna has 2 purple lipsticks, 3 red lipsticks and 3 pink lipsticks in her kit. She picks one lipstick, record its color, puts it back in the kit and draws another lipstick. What is the probability of taking out a purple lipstick followed by the red lipstick? SIMPLIFIED

What is 3/32

300

P(employee earns over $30,000 | has only high school education)

What is 0.0625

300

You flip a coin 3 times. How many different heads and tails combinations can you have?

Show your Board!

300

You're making a code that has to include digits 3 through 9. You only have 4 spaces. To choose from. How many different codes can you make if you cannot repeat numbers 

What is 840

400

The probability that s student owns a car is 0.65, and the probability that a student owns a computer is 0.82. If the probability that a student owns both is 0.55, what is the probability of a student not owning a car or a computer?  

What is 0.08

400

If the pointer is spun five times, what is the probability that it never stops on red? SIMPLIFIED

What is 243/1024

400

P(employee has less than high school education | earns over $30,000)

What is 0.005

400

Ms. Guzman is in charge of an Olive Garden. She hires 3 students to work for her to wash dishes: Dawayne, Sulaiman, and Emmanuela. Dawayne washes 35% of the dishes but breaks them 3% of time. Sulaiman washes 35% of the dishes as well but breaks about 1% of them. Emmanuela washes the rest but break 5% of them! Find the probabilities for each tree branch!

Show your board

400

People are lining up to go to Popeye's and get some chicken sandwiches! We have 5 students in line. However, Jocelyn says she always has to be behind Joelix. If the other students don't care how many ways they can be arranged, how many different line possibilities are there?

What is 24

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