Definitions
Randomness
Theories and Rules
Operation with Events
TRIVIA!
100

The range in which probability is expressed

0-1 

100

The set of all possible outcomes of an experiment

Sample Space
100

The thoery that if a experiment is repeated an extremely large number of times and a particular outcome occurs a percentage of the time, then that particular percentage is close to the probability of that outcome.

Relative Frequency Theory

100

The rule in which if two events A and B are independent than P(A ∩ B) = P(A) x P(B)


A: The simple multiplication rule

The simple multiplication rule

100

On a NY license plate, is New York on the top or bottom?

TOP 


200

The definition of the word "probability" in math.

Is a number that reflects the chance or likelihood that a particular event will occur.

200

Sample Space of throwing a coin twice

U:{hh,ht,th,tt}

200

Age Group   Probability 

16-18     0.06

19-21     0.47

22-24    0.29

Over 24   0.18

 The probability of them being younger than 24: 

1 - 0.18 = 0.82

200

In a group of 200 students, 120 take Spanish, 60 take French, 10 take both

Find the probability that a student selected takes French and Spanish,but not both.

P(S U F) - P(S ∩ F ) = 170/200 - 10/200 = 160/200 = ⅘

200

On the back of a dollar bill, what is in the center?

ONE

300
The technique used in drawing conclusions about the population or sample

Inferential Statistics

300

Diagrams to showcase probability and randomness

Tree Diagram and Venn Diagram

300

The name for two events that have no outcomes in common are called 




Disjointed Events and Mutually Exclusive Events 

300

For events X and Y, P(X) = 0.6, P(Y) = 0.8 and P(X U Y) = 1  Find P(X ∩ Y)



 P (X ∩ Y ) = P(X) + P(Y) - P(X U Y) = 0.6 + 0.8 - 1 = 0.4 



300

What does Hermione (In Harry Potter: The Sorcerer’s Stone) turn into after drinking a transfiguration potion?

Cat 

400

The study of randomness and uncertainty

Probability 

400

Q: Three events are defined as 

A= the person is male 

B= The person is female 

C= The person is single 

Interpret in the context of the situation A U B




400

The probability from a ordinary deck of 52 cards that you draw a card without a face

There are 12 face cards. We will use the probability of the complementary

event: 

(P) A(iv)= 1 - P(Aiv’)= 1 - 12/52 = 1 - 3/13 = 10/13 

400

Are the grades and gender independent or each other? 

(Picture is in Doc)

Not independent 

400

Worldwide, how many Disney theme parks are there?

11

500

A mathematical function that describes the probability of different possible values of a variable.

Probability Distribution

500

Q: Nick flips a coin 3 times and each time he notes whether it is heads or tails 

i. Sample Space of experiment 

ii Event that heads occurs more than tails 

i.  S =(h, h, h), (h, h, t), (h, t, h), (t, h, h), (h, t, t), (t, h, t), (t, t, h), (t, t, t)

ii. A =(h, h, h), (h, h, t), (h, t, h), (t, h, h)

500

Box contained 8 chips numbered 1-8 and two are chosen at random, added together and what is the probability that the sum is 7.

P(A) = 6/56 = 3/ 28 = 0.107 



500
Three six-sided dice are rolled

Find the probability that at least one six appeared.

P(C) = 1- P(C’) = 1 - ⅚ x ⅚ x ⅚ = 1 - 125/216 = 91/216 

500

What is the national summer sport of Canada?

Lacrosse