Independent and Dependent Events
Mutually Exclusive Events
Sample Spaces and Fundamental Counting Principle
Permutations and Combinations
100

An Jack is drawn, without replacement, from a deck of 52 cards. Then a second King is drawn.

Independent or Dependent?

Dependent

100

EVENT:

Drawing a card from a standard deck you get a queen or a seven.

Is this mutually exclusive?

No

100
Make a list of the sample space for the below scenario.


Anita has the option to play basketball or soccer. She can only choose one each year for two years of middle school. 

BB, BS, SS, SB

100

A team of 8 basketball players needs to choose a captain and co-captain.

Permutation or combination?

Permutation

200

You roll two dice and get a six each time.

Independent

200

EVENT:

Tossing a coin and getting heads or tails.

Is this mutually exclusive?

NO

200

Create an organized table for the sample space.

A publishing company has two writers. Each writer is expected to write two new books each. The books will need to be a historical fiction book and a biography. 

SEE PICTURE

200

There are 45 applicants for three Computer Programmer positions.

Permutation or combination?

Combination

300

In a game, you roll an even number on a die. You then spin a spinner numbered 1 through 6 and get an even number. Find the probability.

1/4

300

EVENT:

Rolling a pair of dice and getting a sum of either 4 or 10.

Is this mutually exclusive?

YES.

300

Sam wants to make a sandwich for lunch. He has 3 deli meat options, 4 cheese options, 2 lettuce types, and 3 sauce options. Find the total number of possible different sandwiches Sam can make.

72 sandwiches

300

The student body of 10 students wants to elect a president, vice president, secretary, and treasurer. Find the number of possibilities.

5,040

400

Tisha's class is having a gift exchange. Tisha will draw first and her friend Brandi second. There are 18 students in the class.What is the probability that Brandi and Tisha draw each other's name?

1/306

400

Find the probability.

Selecting a number at random from integers 1 to 20 and getting an even number or a number divisible by 3.

13/20

400

Given: 

Q={0,2,4,6}

W={0,1,2,3}

Z={1,2,3,4}

What is the intersection of sets Q, W, and Z?


{2}

400

5 out of 13 students will ride in a car instead of a van. Find the number of possibilities of students who will ride in the car.

1,287

500

A blue marble is selected at random from a bag of 3 green marbles and 9 blue marbles. The marble is not replaced. What is the probability that a second marble is drawn and it is blue?

6/11

500

Find the probability.

Drawing a card from a standard deck and not getting a diamond.

3/4

500

If A={0,1,3,4,6,7}, B={0,2,3,5,6}, and C={0,1,4,6,7}. Find the union of A, B, and C.


{0,1,2,3,4,5,6,7}

500

Evaluate.

8C(7C3)

1,960

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