Area & Surface Area
Exponents
Expressions
Word Problems
GCF and LCM
100
Formula for area of a parallelogram
A = b x h
100
What does an exponent represent?
Repeated multiplication of a number times itself
100
Solve the expression 2+2x when x=4
10
100
Ms. Mayer buys two types of flowers. She buys 20 roses and 36 tulips. She plans to group the flowers into more than one bouquet. Shes wants to put the same number of roses and the same number of tulips into each bouquet. What is the greatest number of bouquets Ms. Mayer can make?
4 bouquets
100
What is the term for whole numbers multiplied together to get a product?
Factors
200
Formula for area of a triangle
A = 1/2 x b x h
200
Write the following in exponential form:
5 x 5 x 5
53
200
What is the value of m4-11 when m=3
70
200
Daniel has a bag of a apples. He adds 10 apples to the bag. Then he shares all the apples equally among 4 friends. Write an expression that represents the number of apples each friend receives.
(a+10)/4
200
What is the term for skip counting by the same number?
Multiples
300
What are the (2) steps for finding surface area?
1. Find the area of all faces
2. Add areas of faces together
300
Write the following in expanded form:
84
8 x 8 x 8 x 8
300
Write an expression for the following statement:
three times the quotient of a number and five
3 x (n/5)
300
Mr. Miller is making travel bags for a group of students going on a trip. He will put 24 notepads, 32 water bottles, and 48 granola bars into the bags. He wants to put the same number of each item into each bag.
What is the greatest number of travel bags he can make?
8
300
Find the GCF of 8 and 12.
4
400
Find the surface area:
222 in2
400
Solve:
62 + 4
40
400
Solve 3(s3-6s)+4t2 when s=5 and t=3
321
400
On Monday, Mason ran k kilometers. On Tuesday, he ran one third of the distance he ran on Monday.
Write an expression to represent the total distance Mason ran on BOTH days.
k + (k/3)
400
Find the LCM of 4 and 6.
12
500
Find the surface area:
684 ft2
500
Solve (x+6)2-3 when x=3
78
500
Solve 6a3+(4b-c)2 when a=5, b=3, and c=2
850
500
Carla has a box that is a cube with a side length of 4 inches. She needs a second box that has 3 times the volume of the first box.
The formula V=3(s3) represents the volume of the second box Carla needs, where s represents the side length of the box she already has.
What is the volume of the second box?
192 in3
500
Find the GCF and LCM of 9, 18, and 36.
GCF=9
LCM=36