Area
Algebra
Exponents
LCM & GCF
Random
100
Find the area of the following shape.
78m2
100
Identify the coefficient, variable, and constant in the following expression.
1.35y + 36
Coefficient: 1.35
Variable: y
Constant: 36
100
Identify the term, base, and exponent in the following.
134 - 7
Term: 134
Base: g
Exponent: 4
100
Find the GCF between 48 and 64.
8
100
Evaluate the following.
(2/3)4
16/81
200
Find the area.
225cm2
200
Write the following as an algebraic expression.
The quotient of 12 and a number y times 7
(12 / y) x 7
200
Solve the following equation.
34 - 22 =
77
200
Find the LCM of 8 and 4.
8
200
Identify the 3D shape the net creates. Explain how you know.
Triangular prism
300
Name the shape and find the surface area.
Square Pyramid 84cm2
300
Write the following as an algebraic expression.
9 less than the product of 2 and a number g
2g - 9
300
Evaluate the following if h=6 , j=3, and k=2
8j2 + h3 ÷ 12 - 4k3
58
300
David eats candy every 12 minutes. Christopher eats candy every 9 minutes. They both just ate candy. How long will it take for David and Christopher to eat candy at the same time again?
36 minutes
300
Ms. Nihill needs to go shopping for clothes. She starts with $450. Each pair of pants she buys costs $32 and each shirt costs $21. Ms. Nihill buys 3 pairs of pants and 2 shirts. How much money does she have left?
$312
400
Name the shape and find the surface area.
Triangular Prism 108cm2
400
Sandra has 42 pieces of candy. He buys 3 bags of candy with x amount of pieces in each bag and 4 bags with y amount of pieces in each bag.
Write an expression showing the total pieces of candy he now has.
42 + 3x + 4y
400
Evaluate the following expression when d= 3, e=6, and f=7,
(2e2 + 5) ÷ f - d2
2
400
Ms. Nihill is creating goody bags to hand out on Halloween. She has 90 Reese’s and 72 KitKat’s. She wants to put the same amount of each type of candy into each goody bag. What is the greatest number of goody bags Ms. Nihill can make?
How much of each candy will be in each bag?
9 bags
10 Reese's, 8 KitKats in each
400
Identify the following net. Explain how you know.
Square Pyramid
500
A wooden box has the following measurements. If Marcos wants to paint the four sides, but not top and bottom, how many square centimeters will he need to paint?
2100cm2
500
Sarah works 2 jobs, each with a different pay rate per hour. She works 36 hours at Target and 23 hours at Walmart. Then, she needs to pay her $165 electric bill.
Write an expression to represent how much money Sarah has after paying her electric bill.
(36t + 23w) - 165
500
Evaluate the following expression when a= 5, b=2 and c=5.
10b3 - 2c2 ÷ a + 3
73
500
Ms. Nihill has 48 tulips and 36 roses. She wants to make bouquets, putting and equal amount of each flower into each bouquets. How many bouquets can Ms. Nihill make?
How many roses and tulips would be in each bouquet?
12 bouquets
4 tulips and 3 roses in each
500
Seth has $945. He also has two jobs. He makes 32 dollars per hour from one job and 21 dollars per hour from another job. The amount of money he has after pay day can be represented by the following expression: 945 + 32x + 21y
Identify the variables, coefficients, and constants in the expression AND explain what they mean.
Variable: x and y are the hours he works
Coefficients: 21 and 32 are how much he makes per hour
Constant: 945 is how much is in his savings