Permutations
Combinations
Expected Value
Random
More random
100

A race has four people. How many ways can those four people finish the race?

24

100

We need a committee of 3 from a group of 6. How many different committees can we form?

20

100

A game states that if you flip a coin and get heads, you get $1. If you get tails, you pay $0.5. What is the expected value of this game?

0.5

100

What room number are we in?

208

100

Write the Pythagorean Theorem

A2+B2=C2

200

A club has 8 people and needs to elect a president, vice-president, and treasurer.  How many ways can they elect those three positions?

336

200

How many groups of 6 can we pull from a total of 13?

1716

200

If you roll a die and get a 1 or a 2 you don't win anything. If you get a 3 or 4, you win $2. If you get a 5 or 6, you win $5. What is the expected value?

$2.33

200

What two teams are in the FIFA World Cup Final?

Argentina and France

200

Who sang Frosty the Snowman at Who's Who?

Ms. Boyd

300

A sports team needs a batting order filled with 9 players. They have 13 available.  How many different orders

259459200

300

The basketball team has 13 players and needs a starting 5.  How many different starting 5's can they come up with?

1287

300

The probability of winning is 0.4, tying is 0.4, and losing is 0.2.  If you have to pay 5$ to play, you win 10$ if you win, and you get your money back if you tie, should you play this game?

Yes

300

What's the name of the teacher from Bellarmine who came in most Fridays to help out

Mr. Baxter

300
How many seats are there in this class?

32

400

A kindergarten class of 25 needs a line leader and a caboose.  How many ways can they fill those two positions 

600

400

Our class of 28 needs to nominate 10 people to form a committee. How many different ways can that committee be formed?

13123110

400

If you flip two coins, and get tails on both, you win $4. Anything else, you get nothing.  What is a fair price to pay for this game?

$1

400

How many sides does a nonagon have?

9

400

Name the first 6 digits of Pi

3.14159

500

Write the equation for a permutation. In other words,

nPr=__________

n!/(n-r)!

500

Write the equation for a combination. In other words

nCr=______________

N!/(r!(n-r)!)

500

In a random bingo game with 20 people in it, the grand prize is $300. What is the expected value for one person?

$15

500

What is 63748830 = ______

1

500

Who was rudolph's girlfriend in the classic "Rudolph the Red-nose Reindeer"?

Clarice