3.1 experimental and theoretical probability
3.2 Sample Techniques
3.4 two-step/multistep equations
3.5 Conversions
3.8 Exponent rules
100

Find the probability of each situation of rolling a six-sided die: What is the probability of rolling a 5?

1/6 

100

Individuals selected randomly from the entire population

Simple random sampling

100

2x+7=13    

x = 3

100
5 millimeters = ____ centimeters 

5 millimeters = 0.5 Centimeters

100

write in expanded form: 63

6 x 6 x 6

200

Find the probability of each situation of rolling a six-sided die: What is the probability of rolling a 1 or a 2?

2/6 = 1/3

200

Groups which represent the population as a whole are surveyed and data is collected for each of them

Cluster sampling

200

3x-6=2x-2

x = 4

200
9 feet = ____ yard

9 feet = 3 yards

200

Write in expanded form: (-3)2

= (-3)(-3)

=9

300

Find the probability of each situation of rolling a six-sided die: What is the probability of rolling an odd number?

3/6 = 1/2

300

The person doing the sampling chooses a sample based on their knowledge of the population, which could be biased

Judgement sampling

300

5(x-2)=4x-3

x = 7

300

10 pints = ___ Gallons

10 pints = 1.25 Gallon

300

X4  x X= ?

= X6

400

Find the probability of each situation of rolling a six-sided die: What is the probability of rolling a number greater than 2?

4/6 = 2/3

400

Only people who are easy to survey are chosen

Convenience sampling

400

15=23-4x    

x = 2

400

12 Liter = ____ Pints 

12 Liter = 25.36 Pints 

400

(24)2 = ?

= 28

500

A card is drawn from a pack of 52 cards. What is the probability that the card is a Queen?

4 / 52 = 1 / 13

500

Which Terminology is this: A person who collects data for their own use

Primary Data

500

3(1-x)=-2(1-x)

x = 1

500

140 Gram = ___ Ounces

140 Gram = 4.938 Ounces

500

X - 2= ?

= X - (2x2)

= x - 4