Vocabulary
Counting Outcomes
Various Probabilities
Predictions and Whatnot
Potent Potables
100
All possible outcomes of an experiment
What is the sample space?
100
The number of ways four people can be ordered in a line
What is 24?
100
The probability that when two dice are rolled, their sum is 2
What is 1/36?
100
If Timmy makes 6 out of 15 goals, this is the predicted number of goals he will make in the next 10 attempts
What is 4 goals?
100
The simplified form of 6x-7y+14x+11y
What is 20x+4y?
200
An arrangement of objects where order does not matter
What is a combination?
200
The number of ways you can arrange the letters in the name Bruce.
What is 120?
200
When arranging the letters R, T, A, and S in a random order, this is the probability that the arrangement forms the words RATS, TARS, TSAR, or STAR
What is 1/6?
200
The number of people out of 200 who are predicted to vote "yes" if a representative sample resulted in 18 out of 40 "yes" votes
What is 90?
200
The solution to 4y-7=13
What is 5?
300
The set of all outcomes that are not the event
What is the complement?
300
The number of ways you can select 2 pieces of fruit from a basket of 5 pieces
What is 10 ways?
300
The probability of picking a club from a regular deck of cards, replacing it, then picking another club
What is 1/16?
300
When 60 rolls of a die result in 14 1's, 12 2's, 6 3's, 10 4's, 10 5's, and 8 6's, this is the experimental probability of rolling a 3
What is 1/10?
300
The solution to -5y+11<23
What is y>-2 2/5?
400
Two events where the occurrence of one event has no effect on the probability that a second event will occur.
What are independent events?
400
The number of four digit codes with no digits repeated
What is 5040?
400
The probability of picking two diamonds from a regular deck of cards
What is 1/17?
400
When 60 rolls of a die result in 14 1's, 12 2's, 6 3's, 10 4's, 10 5's, and 8 6's, this is the experimental probability of rolling a number less than 5
What is 7/10?
400
72% of $500
What is $360?
500
If one event has m possible outcomes and a second event has n possible outcomes after the first event has occurred, then there are m*n total possible outcomes for the two events.
What is the Fundamental Counting Principle?
500
The number of ways you can choose 3 books out of a pile of 6 to read on vacation
What is 20?
500
The probability of picking three aces from a regular deck of cards
What is 1/5525?
500
For a fair die, this is the predicted number of times that a multiple of 3 will appear in 180 rolls
What is 60?
500
The solution to 8(g+4)-3g=-28
What is -12?