Theoretical Probability
Experimental Probability
Likelihood
Complement
Random
100

Define/Describe Theoretical Probability

The chance of an event happening based on all possible outcomes. Answers what SHOULD happen.

100

Define/Describe Experimental Probability

The ratio of the number of times an event occurs to the total number of trials. Answers what ACTUALLY happens.

100

Probability is the chance of an event happening and is expressed as a number between ______ and ______

0 and 1

100

Define Complement in regard to probability

The probability of an event NOT happening

100

What is the difference between my theoretical and experimental probabilities?

E: 1/2

T: 1/4

1/4

200

There are 3 hearts, 2 diamonds, 1 triangle, and 2 circles on a spinner. What is the theoretical probability of you landing on a diamond?

2/8  or 1/4

200

True or False

Experimentally, if I were to flip a coin 100 times, I would always land on heads 50 times and tails 50 times

False

200

What is the likelihood of the following event? 

Rain on a day where clouds are dark gray and above head.

Likely

200

Billy Bob Joe has a 1/3 probability of grabbing a chocolate chip cookie out of his cookie jar. What is the complement of grabbing a chocolate chip cookie?

2/3

200

What is Mr. Hardin's first name?

Joey

300

If you were to flip a coin 38 times, how many times would you expect heads? How many times would you expect tails?

19 heads and 19 tails

300

Mrs. Radcliffe's experimental probability for landing on hearts the other day with her spinner was 1/4. If she spun the wheel 16 times, how many times did she land on hearts?

4 times

300

What is the likelihood of the following event? 

Rolling a dice and landing on a number greater than or equal to 4


equally likely

300

I stopped at the bowling alley and asked the desk worker to grab me a bowling ball. Every 4 out of 9 bowling balls are green. What is the compliment of him grabbing a green bowling ball?

5/9

300

When I write these questions below, which one is asking for the probability of flipping a heads and which one is asking for the compliment of flipping a heads?

1. P(Heads')

2. P(Heads)

1. Complement

2. Probability

400

If I had a theoretical probability of landing on a diamond every 4/9 spins on my spinner, how many diamonds would I expect to land on if I spun my spinner 27 times?

12

400

A spinner labeled with equal sections 1-5 was spun. Results are shown. What is the experimental probability of landing on a 4?


1/5

400

State the likelihood of the following event:

passing a class if you turn in none of your assignments

Unlikely

400

A gumball machine contains equal numbers of red, yellow, green, and blue gumballs.  It randomly gives out one for each pull at the machine.  What is the complement of getting a red gumball from one pull at the machine?

3/4

400

Mr. Hardin wants to know the likelihood (in words) his chances of getting a number 2-4 if these cards were flipped over. What is the theoretical probability?

likely

3/5

500

You have 3 red coins, 2 blue coins, and 5 orange coins in a bag. If you keep drawing coins blindly and replace them after each pick, theoretically how many orange coins should you pick after doing this 40 times?

20 orange coins

500
Taylor Swift decided to flip a coin 20 times. She landed on heads 8 times. She landed on tails 12 times. What is the experimental probability of her landing on tails  her next flip?

12/20 or 3/5

500

State whether the following numbers would be impossible, unlikely, equally likely, likely, certain, or not a value of probability on the probability scale:

0         .49           2           .75            .5

0 - impossible

.49 - unlikely

2- Not a value of probability

.75 - Likely

.5 - equally likely

500

On a spinner, there are 3 hearts, 2 diamonds, 1 triangle, and 2 circles. What is the compliment of landing on a triangle?

8/9

500

If Billy has five cards below and he flips them over, what is his probability of drawing a prime number? State your answer in a fraction, percent, and decimal.


2, 3, and 5 are prime numbers

3/5    60%    .60