Simple Random
AND and OR Statements
FCP, Permutations, and Combinations
Expected Value
Two-Way Frequency Tables
100
The probability of drawing any card from a deck of cards.
What is 1/52?
100
The probability of flipping two heads in a row.
What is 1/4?
100
The number of outcomes for flipping a coin 4 times.
What is 16?
100
The expected value of playing a game where you flip a coin and get $1 for heads and $4 for tails.
What is $2.50?
100
The probability of picking a random person who likes skateboards and snowmobiles?
What is 80/160.
200
The probability of rolling a prime number on a die.
What is 1/2?
200
The probability of rolling an even number or a multiple of 3.
What is 2/3?
200
The number of license plates that are three letters followed by four digits and repetition is not allowed.
What is 78,624,000?
200
The expected value of playing a game where you win $1 for each dot for the resulting roll of a die.
What is $3.50?
200
The probability of picking someone who likes snowmobiles.
What is 105/160?
300
The probability of drawing a club from a deck of cards.
What is 1/4?
300
The probability of pulling a Jack or a red card.
What is 8/13?
300
The number of ways to pick 6 people from a group of 13 to make a prom committee.
What is 1716?
300
The expected value of picking a toy out of a group or 10 $3 toys, 15 $5 toys, and 5 $20 toys.
What is $6.83?
300
The probability that a person does not like snowmobiles, given that they like skateboards.
What is 45/125?
400
The probability of flipping at least 2 heads when flipping a coin three times.
What is 1/2?
400
6 blue, 7 green, 9 brown, and 15 yellow M&Ms are placed in a bucket. The probability of pulling out a yellow M&M and then a brown (with replacement)
What is 135/1369?
400
The number of ways gold, silver, and bronze medals can be awarded to 9 people.
What is 504?
400
The expected value of a game where you pay $5 to play and win $50 if you roll a 6.
What is $3.33?
400
The probability of selecting a person that likes skateboards out of the group of those that also like snowmobiles.
What is 80/105?
500
The probability of rolling a sum of 8 or 9 when rolling two dice.
What is 9/36?
500
The probability of pulling a red card and then a spade without replacement.
What is 13/102?
500
The number of ways to order a pizza with 3 cheeses, 1 sauce, and 5 toppings from 7 possible cheeses, 6 possible sauces, and 12 possible toppings.
What is 166,320?
500
The expected value of a raffle with 500 tickets to win a $1000 gift card that cost $5 each.
What is -$3.00?
500
The probability that a selected individual likes both skateboards and snowmobiles or neither.
What is 90/160?