The Number System
Probability
Expressions and Equations
Ratios and Proportions
Geometry
100
What is the decimal equivalent of 11/20?
.55
100
What is the probability the toy bought by a specific child was plastic and a car?
p(plastic car) = 6/30 = 1/5
100
Solve for x.
x + 3.2 = (- 8.5)
-11.7
100
Anthony collects scrunches. Three out of seven candles are velvet. If Tony has a total of forty-two scrunchies, how many are velvet?
18 scrunchies!
100
What is the area of a circle with a diameter of 8? Use 3.14 as pi and round to the nearest hundredth.
50.24
200
Zachy goes to the store. He has $7.25 which he can spend. He buys twelve lollipops for $0.10 each, a box of bandaids for $3.05, and a bag of popcorn. He received $0.20 in change. How much was the bag of popcorn? (this problem does not include tax)
$2.80
200
The table below displays the results of a survey of people who exercise with weights. What is the probability that a person chosen from the survey would work out with barbells at home or work?
p(barbells at home or work) = 48 out of 75
200
Solve and graph.
x + 5 > -12
x > - 17
Open dot at -17 and graphed to the right
200
For the end of the year social, 3 packs of Otter Pops were purchased for ever 20 kids. If ASB anticipates 400 students to attend, how many packs must they buy for the social?
60 packs
200
x = 14
300
Evaluate:
15 + (-10 ÷ 2) - (-7 + 4)
13
300
The table below displays the results of drinks consumed by people and where they consume them. What is the probability that a person chosen from the survey drinks coffee at home?
p(coffee at home) = 11/63
300
Rewrite the expression by applying distributive property and combining like terms.
5 – 3(7x + 8)
-21x – 19
300
Karlye can read five books every nine days. At this rate, how many complete books can she read in 27 days?
15 books
300
A right triangle has a base of 6 feet and a height of 3 feet. What is the area of this right triangle in feet squared?
9
400
Gus has ten dollars and he spends ten quarters at a store plus 8% tax. How much money does he have left?
$7.30
400
Below the table shows the results of an experiment with a spinner from a board game. Calculate the experimental probability for landing on green. 
p(green) = 30 out of 97
400
Solve the equation:
-17 + (x/8) = 13
240
400
Mr. David can make five spam musubi every six minutes. How many musubi can he make in one hour?
50 musubi!
400
Name the pair of vertical angles. How do their angles compare?
Angle ADF and and Angle EDB. Their angle measurements are equal!!
500
( 600 + 25 ) ÷ (-7 – 18) – (39 ÷ 3)
-38
500
Nyah tossed a paper cup in the air 300 times and the results of the experiment are shown in the table below.
If Nyah tosses the paper cup 75 more times, what is the expected number of times (out of 75) that the cup will land upside down?
13 times
500
Solve and graph the inequality:
10 + (x/-9) > 12
x < -18
Open dot at -18 and graphed to the left
500
Amir is learning to drive a manual. Out of every nine starts, he stalls four times. If Amir starts the car 45 times, how many times will he stall?
20 times! Holy moly
500
What is the volume of the figure?
48 + 12 = 60 cubic cm