a reasonable guess about the possible outcome of a probability experiment.
100
A bag contains 3 red pieces of candy, 4 blue, and 5 green. What is the theoretical probability of getting a green piece of candy?
5/12
100
If you pulled 12 gumballs out of the machine and 5 of them were blue. What was your experimental probability for blue?
5/12
100
Listed below are camp activities:
Morning: Afternoon:
Canoeing Arts and crafts
Woodworking Swimming
Basketball Soccer
Ropes Course Fishing
How many possible outcomes are there?
16
200
What is a set of one or more outcomes?
An event
200
I pulled 10 gumballs out of the machine. I got red 6 times. What is the prediction of red gumballs if I pulled 20 gumballs out?
12
200
A bag contains 3 red pieces of candy, 4 blue, and 5 green. What is the theoretical probability of getting a green or red piece of candy?
8/12 or 2/3
200
If you pulled 12 gumballs out of the machine and 5 of them were blue, and 2 of them were red. What was your experimental probability for red?
2/12 or 1/6
200
Listed below are camp activities:
Morning: Afternoon:
Canoeing Arts and crafts
Woodworking Swimming
Basketball Soccer
Ropes Course Fishing
How many possible outcomes are there if swimming was cancelled?
12
300
If something has a 50% chance of occurring is it likely, unlikely, certain, or impossible?
Likely
300
If a baseball is thrown 20 times and you hit it 6 times, What prediction could you make if the baseball was thrown 60 times?
You would hit the ball 18 times
300
A bag contains 3 red pieces of candy, 4 blue, and 5 green. What is the theoretical probability of getting a green, red, or yellow piece of candy?
8/12 or 2/3
300
If you pulled 12 gumballs out of the machine and 5 of them were blue and 3 of them were red. What was your experimental probability for blue and red?
8/12 or 2/3
300
If you had a 7/28 chance of something would you have a likely, unlikely, certain or impossible chance?
unlikely
400
What is the definition of theoretical probability?
the number of favorable outcomes
____________________________
the number of possible outcomes
400
Ben Rothlesburger throws 36 passes in the first game of the season. He only completed 27 of them. Make a prediction of how many completed passes he would have if he threw 180 passes?
135
400
A bag contains 3 red pieces of candy, 4 blue, and 5 green. What is the theoretical probability of not getting a green or red piece of candy?
4/12 or 1/3
400
The gumball machine contains 35 gumballs. 5 of the gumballs are red. Ally did an experiment and pulled a gumball from the machine 40 times. She pulled a red gumball out 10 times. What is the experimental probability that Ally would get a red gumball?
10/40 or 1/4
400
If you had a 27/36 chance of something would you have an unlikely, likely, certain or impossible chance. And what is this fraction in simplest form?
likely and 3/4
500
What is the definition of experimental probability?
the number of times and event occurs
_______________________________
the total number of trials
500
Mary-Kate spins her fair four-colored spinner 700 times. She lands on blue 58 times. If she spun her spinner 2,100 times, how many times can she expect to land on blue?
174
500
The gumball machine contains 35 gumballs. 5 of the gumballs are red. Ally did an experiment and pulled a gumball from the machine 40 times. She pulled a red gumball out 10 times. What is the theoretical probability that Ally would get a red gumball?
5/35 or 1/7
500
The gumball machine contains 35 gumballs. 5 of the gumballs are red, 7 are blue, and 2 are green. Ally did an experiment and pulled a gumball from the machine 40 times. She pulled a red gumball out 13 times. What is the experimental probability that Ally would get a red gumball?
13/40
500
Listed below are camp activities:
Morning: Afternoon: Evening:
Canoeing Arts and crafts Tennis
Woodworking Swimming Dance
Basketball Soccer Volleyball
Ropes Course Fishing Boating
How many possible outcomes are there and explain how you found your answer.
64. The answer is found by multiplying the number of activities in each column together.