Ratios
Expressions
Equations/Inequalities
Unit 1
Geometry
100
A turtle can swim 9/5 of a mile in 36 minutes. How far can the turtle swim in 2 hours?
6 miles
100
Evaluate if x = 4, y = 6, and z = 1/2
9x^2 - 5y + 10z
119
100
Write the inequality and graph for the scenario:
You need a minimum score of 85% to score in the distinguished level.
x ≥ 85
100
What is the GCF of 116 and 96?
4
100
What polygon is a quadrilateral with exactly one pair of opposite, parallel sides?
Trapezoid
200
Rodney ran 1/4 miles in 5/3 minutes. How many minutes and seconds would it take Rodney to run 1 mile if he continues at this same pace?
6 min 40 sec
200
Write an algebraic expression for the following:
Half the sum of six and twice a number
(6 + 2x)/ 2
200
Write an equation for the scenario:
The product of a number and 5 is the same as ten less than twice the number.
5x = 2x - 10
200
Train A arrives at the station every 15 minutes. Train B arrives at the station every 25 minutes. If they are both at the station currently, in how many minutes will both trains be at the station again?
75 min (1 hr and 15 min)
200
Find the area.
164 cm2
300
Shelly got 23 problems correct on her test and received a score of 77%. How many questions were on the test?
30 total questions
300
Simplify the expression:
3x^2 + y + x(x - 4) - 5y - x
4x^2 - 5x - 4y
300
Solve for x:
(18x - 6)/4 = 57
x = 13
300
A rectangle is 2/3 meters long and covers an area of 7/12 square meters. How tall is the rectangle?
7/8 meters
300
What is the surface area of a rectangular prism with a height of 16 in, a width of 12 in, and a length of 20 in?
1504 in2
400
A person running at 18 miles per hour is running what speed measured in feet per second? (1 mile = 5280 ft)
26.4 fps
400
What is each part of an expression that is added or subtracted called?
a term
400
The dentist sees 13 patients each day he works. He saw a total of 273 patients over the last month. Write an equation to solve for how many days the dentist worked over the last month.
13x = 273
400
The all-county choir director is splitting his large choir into smaller ensembles. He wants to have an equal number of men in each group, an equal number of altos in each group, and an equal number of sopranos in each group. The choir has 36 men, 72 sopranos, and 60 altos. What is the greatest number of groups he can possibly make, and have no singers left over?
12
400
Find the height. (all units are yards)
3 yd