Likelihood & Simple Probability
Sample Spaces & Combos
Simulations & Predictions
Sampling & Dot Plots
Analyzing Data Distributions
100

A standard 6-sided number cube is rolled. Describe an event that is absolutely certain to happen.

Rolling a number between 1 and 6 (or rolling a number less than 7).

100

A lunch menu lets you pick 1 food item and 1 drink. If there are 5 food choices and 7 drink choices, how many total combinations can you make?

35 combinations (5x7=35).

100

If the probability of a basketball team winning is 4/6, what tool is best to simulate 7 games: a standard 6-sided die, or a coin?

A standard 6-sided die

100

The principal wants to know what students think about school lunch. Why is it a bad idea to only survey students who bring their lunch from home?

It is a biased sample (they don't eat school lunch, so it doesn't represent everyone).

100

Class X has test scores ranging from 60 to 100. Class Y has test scores ranging from 80 to 95. Which class has greater variability (is more spread out) in its results?

Class X (Range of 40 vs. Range of 15).

200

Which of the following numbers represents the probability of an event that is very likely to occur: 0.05, 0.50, or 0.91?

0.91

200

You drive past a stoplight that can be Red (R) or Green (G). If you drive past it two mornings in a row, list the 4 possible outcomes in the sample space.

RR, RG, GR, GG

200

A spinner has a 1/4 chance of landing on yellow. If you spin it 100 times, how many times do you expect it to land on yellow?

25 times (1/4 x 100=25)

200

To get a fair, representative sample of the whole school, is it better to survey 3 random students from every homeroom, or just survey the 7th graders?

3 random students from every homeroom.

200
When comparing two groups, if the IQR of one groups is higher than the other, does that means it is more spread out or less spread out?

More spread out-More variability

300

What is the formula for probability?

P(a)=number of favorable outcomes/total number of outcomes

300

A coin can land on Heads (H) or Tails (T). If you flip it two times, what is the probability that it lands on Heads bothtimes (HH)?

1/4

300

In a survey of 50 people, 20 said baseball was their favorite sport. If you survey 250 people instead, how many would you predict like baseball?

100 people (20/50=0.4, 0.4x250=100)

300

In a dot plot tracking how many video games students own, there are 5 dots sitting directly on top of the number 0. What do those 5 dots mean?

It means 5 students own exactly 0 video games.

300

What is Mrs. Ortell's dog's name? (Hint it's close to a type of flower)

Rosie <3

400

On a spinner, the probability of landing on blue is 0.15. Describe the likelihood of landing on blue using a word like likely, unlikely, or certain.

Unlikely (but not impossible).

400

A menu offers Pizza, Burgers, or Tacos for food, and Juice or Milk for drinks. If Dre picks at random, what is the probability he gets a Burger and Milk?

1/6 (1 favorable combo out of 6 total combos).

400

You want to simulate a 2/3 probability. You decide to use a spinner with 12 equal sections. How many sections must say "Win"?

8 sections (8/12=2/3)

400

True or False: A small sample graph can be considered a "representative sample" if its overall shape and distribution look very similar to the large population graph.

True

400

Class X has a median test score of 85. Class Y has a median test score of 92. Which class has generally higher test scores?

Class Y

500

Out of 50 people surveyed at a pet store, 35 own dogs, 10 own cats, and 5 own lizards. What is the probability that the next customer owns a lizard? (Simplify if you can!)

1/25 (since 5/50=1/25)

500

Sarah flips a coin and spins a spinner with 10 equal sized pieces. How many total outcomes are in this sample space?

20 outcomes (2x10=20).

500

1000 point question: What is Mrs. Ortell's favorite TV show of all time?

(Hint: it was made by Nickelodeon)

AVATAR THE LAST AIRBENDER

500

A gym teacher wants to know the favorite sport of all middle schoolers. Method A: Survey every 5th student entering the gym. Method B: Survey the varsity basketball team. Which method provides the best representative sample?

Method A (it is random and doesn't target a specific group).

500

Find the mean, median, and IQR: 2,4,5,8,10,12,13,16,20

Mean=10, Median=10, IQR=10

Q1=4.5, Q3=14.5, IQR=14.5-4.5=10

M
e
n
u