Place Value & Fractions
Problem Solving + & -
Problem Solving x & ÷
Geometry
Data Analysis & Personal Financial Literacy
100
Place Value & Fractions 100
What fraction is not shaded?
2/8
100
Problem Solving + & - 100
Mr. Johnston sold 247 meals on Tuesday at this restaurant. He sold 516 meals on Wednesday. What is the difference between the number of meals Mr. Johnston sold on these two days?
269 meals
100
Problem Solving x & ÷ 100
Daria has 42 baseball gloves in her store. She will put the gloves on 7 shelves. She will put the same number of gloves on each shelf. How many gloves will Daria put on each shelf?
6 gloves
100
Geometry 100
Patricia’s class collected cans of food for charity. Which unit of measurement should be used to measure the weight of the cans of food?
A. Quarts B. Pounds
C. Gallons D. Fluid ounces
B. Pounds
100
Data Analysis & Personal Financial Literacy 100
If each dot represents one family, how many families eat dessert two or less days?
13 families
200
Place Value & Fractions 200
List the kind of magazine sold in order from least to greatest.
News, Fashion, Entertainment, Sports
200
Problem Solving + & - 200
Rita had two boxes of ribbons. She had 37 large ribbons in the first box. She had 56 small ribbons in the second box. She gave 28 of the large ribbons to her sister. Find the number of ribbons Rita has left in the two boxes.
65 ribbons
200
Problem Solving x & ÷ 200
There are a total of 36 bicycles in 6 rows at a bicycle shop. There are the same number of bicycles in each row. Find the number of bicycles in each row.
6 bicycles
200
Geometry 200
A designer planned the layout of a new store as shown below.
If each square represents one square yard, what is the total area of the new store layout?
28 square yards
200
Data Analysis & Personal Financial Literacy 200
Based on the graph, how many more pounds of plastic did the family recycle in July than in April?
60 pounds
300
Place Value & Fractions 300
Write a comparison statement about the fractions on the models shown below.
3/6 > 1/6
300
Problem Solving + & - 300
Addison started with $87 in her bank account. She put $213 into her account last week and another $137 this week. Find the total amount Addison now has in her bank account.
$437
300
Problem Solving x & ÷ 300
The members of a gym use 98 towels every day. How many towels are used in 7 days?
686 towels
300
Geometry 300
A triangular sign has a perimeter of 44 centimeters. Two of the sides are each 16 centimeters long. What is the length of the third side in centimeters?
12 centimeters
300
Data Analysis & Personal Financial Literacy 300
Mrs. Smith borrowed $6,000 from a bank for home repairs. She paid $7,500 back to the bank. What is the most likely reason Mrs. Smith had to pay back more money?
A. She made a mistake calculating the amount.
B. She actually needed more than $6,000 for repairs.
C. She had to pay interest on the amount of money she borrowed.
D. She had to pay sales tax on the amount of money she borrowed.
C. She had to pay interest on the amount of money she borrowed.
400
Place Value & Fractions 400
What is the relationship between the thousands place and the hundreds place in the number shown?
971,111
The thousands place is ____ times greater than the hundreds place.
Ten
400
Problem Solving + & - 400
Wilson went on three road trips last year. In January he traveled 278 miles. In April he traveled 652 miles. He traveled 767 miles in September.
How many more miles did Wilson travel in January and April combined than he traveled in September?
163 miles
400
Problem Solving x & ÷ 400
To make posters, 6 students each collected 8 pictures of animals. The students put 4 animal pictures on each poster they made. How many posters did the students make?
12 posters
400
Geometry 400
Sammy’s backyard is shown in the diagram. What is the total area of the backyard in square feet?
56 square feet
400
Data Analysis & Personal Financial Literacy 400
A city pays each police officer for the work the police officer does. Which factor would most likely not affect the amount of money this city pays a police officer?
A. The size of the police officer’s family
B. The number of years the police officer has worked for the city
C. The special skills that the police officer has
D. The level of education that the police officer has
A. The size of the police officer’s family
500
Place Value & Fractions 500
Write the sum of 8 ten thousands, 4 hundreds, and 9 tens in standard form.
80,490
500
Problem Solving + & - 500
Victor hung three pictures in his bedroom.
The first picture had a length of 59 centimeters.
The second picture had a length of 92 centimeters.
The third picture had a length of 127 centimeters.
Estimate the total length of these three pictures in centimeters.
280 centimeters
500
Problem Solving x & ÷ 500
Jackie has a vegetable garden. She has 5 rows that have 16 carrot plants in each row. She also has 72 spinach plants. Find the amount of vegetable plants in Jackie’s garden.
152 vegetable plants
500
Geometry 500
Michelle counted the square tiles on the rectangular floor at her school cafeteria. Each tile had an area of 1 square foot. There were 9 rows of tiles and 36 tiles in each row. What is the area of the cafeteria?
324 square feet
500
Data Analysis & Personal Financial Literacy 500
What is the difference between week 1 and weeks 5 and 6 combined?
54 miles