Intro to probability
Prob of a single event
Relative frequency
Complementary events
Estimating # of outcomes
100

On the probability line what word represents the number 0 and the number 1.

0=impossible

1=certain

100
What is the probability of an integer being negative?

1/2

100

What is the formula for relative frequency?

Relative Frequency = # of successful trials / total number of trials

100

What is A and A'. Give a formula that uses both.

1 = p(A) + p(A')

100

What is the formula of finding the # of times an event happens?

# of time the event happens = p x Total

200

Place these in order of least to most likely:

1) someone being 90 years old.

2) someone being 110 years old

3) someone being 20 years old.

2) someone being 110 years old

1) someone being 90 years old.

3) someone being 20 years old.

200

There are 3 chocolates, 2 mints, and 5 smarties in a bag. If you choose one at random, what is the probability of it not being a mint. 

(3+5) / (3+2+5)

8/10 = 4/5

200

You roll a dice 20 times and get a 4, 8 times.

What's the relative frequency of getting the 4?

8/20 = 2/5

200

The probability of getting spelling correct on a test is 0.75. What's the probability of the wrong answer?

1-0.75=0.25

200

If you roll a dice 600 times, how many times do you expect to get an even number?

Prob of an even number = 1/2

600x(1/2) = 300

300

Where would these be on the probability line?

a) it will rain tomorrow. 

b) a grade 7 student is 7 years old.


a) it will rain tomorrow. likely

b) a grade 7 student is 7 years old. unlikely


300
If a student is chosen at random from your grade 7 class, what is the probability of the student being a boy?

5/16

300

If it rained 12 days in November, what's the probability of it raining on 21st November?

2/5

300

What is the probability of not getting a prime number on a dice?

prime numbers: 2, 3, 5

not prime numbers: 1, 4, 6

3/6 = 1/2

300

The probability a person knows the Pythagorean theorem is 1/25. If there are 30,000, how many people will know the theorem.

30,000 x 1/25 = 1200
400

Describe 2 events with an even chance.

coin toss heads or tails

a number being even or odd

400

There are 6 faces on a square. 3 are red, 2 are blue, and 1 is yellow.

If a face is chosen at random, what is the probability of it being red, blue, and yellow?

Red: 1/2

Blue: 1/3

Yellow: 1/6

400

Ali says the probability of a parking space being empty is 4/5. This is based on 50 days of observation. On how many days will a parking space not be empty?

RF = #successful trials / total

1/5 = #st / 50

#st = (1/5)x50

#st = 10

400

It rains 12 days in September. What is the probability it won't rain on a given day in September? 

rain = 12/30

no rain = 18/30 = 9/15 = 3/5 

400

The probability of winning a game is 3/5. If a person plays 15 games, how many does he lose?

lose = 1 - (3/5) = 2/5

(2/5)(15) = 6

500

Describe an event that's impossible, unlikely, even chance, likely, and certain.

Any

500

A bag has 6 red marbles and some white ones. If a marble is taken at random, the prob of red is 3/5. How many white marbles are there?

4

500

A team can either win, lose, or draw a game. If they play 20 games, win 5, and lose 4, what is the probability of a draw.

20 - (5+4) = 20-9=11

11/20

500

A bag has 100 soccer balls. Each soccer ball is marked 1 to 100 each. If a ball is picked at random. What is the probability of the ball being a multiple of 3? 

33/100

500

The probability of missing the school bus is 1/10. In 4 weeks how many days does he miss the bus?

(1/10)(4x5)

(1/10)(20)

2

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