10.1 Outcomes and Events
10.2 Probability
10.3 Experimental and Theoretical Probability
10.4 Compound Events
10.5 Dependent and Independent Events
100

You are rolling a number cube. You want to roll an odd number.

What is the experiment?


Experiment: Rolling a number cube.


100

There is a 7% chance Mrs. Ku will grow taller. What is the likelihood of this event?

(Hint: your answer should be a word)

Impossible

100

You roll a number cube 10 times. Here are your results:

1: II        2: I         3:        4:II         5: III        6: II

What is the experimental probability of rolling a 2?


1/10

100

Using Fundamental Counting Principle, find the total number of possible outcomes of rolling a number cube and flipping a coin.

12 possible outcomes

100

You spin a spinner numbered 1-5 and flip a coin. What is the probability of spinning a number greater than 2 and flipping heads?

3/5 x 1/2= 

3/10 

200

You are rolling a number cube. You want to roll an odd number.

What is the event?


Event: Rolling an odd number.


200

There is a 75% chance the table with the most points will get candy. What is the likelihood of this event?

(Hint: your answer should be a word)

Likely 

200

You roll a number cube 10 times. Here are your results:

1: II        2: I         3:        4:II         5: III        6: II

What is the experimental probability of rolling an odd number?

1/2

200

Using Fundamental Counting Principle, find the total number of possible outcomes of outfits. 7 shirts, 4 pairs of jeans, and 4 pairs of shoes.

112 total possible outcomes

200

You choose a letter tile A-Z from a bag. You choose the first tile and replace it. Then you choose a second tile. 

Is this event dependent of independent?

Independent event

300

You are rolling a number cube. You want to roll an odd number.

What are outcomes?


Outcomes: 1,2,3,4,5,6


300

You roll a number cube. What is the probability of rolling a 3?

(Hint: your answer should be a fraction!)

1/6

300

You roll a number cube 10 times. Here are your results:

1: II        2: I         3:        4:II         5: III        6: II

What is the theoretical probability of rolling an 2?

1/6

300

What is the compound probability of rolling a number greater than 4 and flipping tails?

2/6 x 1/2= 2/12


1/6


300

You choose a letter tile A-Z from a bag. You choose the first tile and don't replace it. Then you choose a second tile. 

Is this event dependent of independent?

Dependent event

400

You are rolling a number cube. You want to roll an odd number.

What are the favorable outcomes?

Favorable outcomes: 1,3,5

400

You pick a letter tile A-Z from a bag. What is the probability of choosing a vowel?

(Hint: your answer should be a fraction)

5/26

400

The theoretical probability of choosing a red marble from a bag is 7/12. There are 36 marbles in the bag. How many are red?

21 red marbles

400

You flip three quarters. What is the compound probability of flipping three tails?

1/8

400

In a class of 36 students, you are with 2 relatives and 8 friends. What is the probability of one of your relatives being chosen first, and then one of your friends second?

Give your answer as a percent rounded to the nearest hundredth.

Bonus (100pts): Dependent or Independent event?

8/36 x 2/35 = 16/1260


1.27%

Bonus: Dependent event

500

You have number tiles 1-10 in a bag. You want to choose multiples of 5. 

What is the experiment, event, outcomes, favorable outcomes?

Experiment: Choosing a number.

Event: Choosing a multiple of 5. 

Outcomes: 1,2,3,4,5,6,7,8,9,10

Favorable outcomes: 5, 10

500

The probability of choosing a green marble from a bag of 40 is 3/8. How many green marbles are in the bag?

15 green marbles

500

It did not rain the last 4 out of 5 days. If this trend continues in June. How many non-rainy days would you expect in June?

(30 days in June)


24 non-rainy days

500

You flip three quarters. What is the compound probability of flipping 2 tails and 1 head?

3/8

500

In a class of 36 students, you are with 2 relatives and 8 friends. What is the probability that neither you, your relatives, or your friends are chosen first or second?

Write your answer in percent form and round to the nearest hundredth. 


25/36 x 24/35 = 600/1260


47.62%

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