Number and Operations in Base Ten
Number and Operations- Fractions
Operations and Algebraic Thinking
Measurement
Geometry and Data Literacy
100
Tell which place each number is rounded to.
1. 4,567→5,000
2. 10,579→11,000
3. 12,362→10,000
4. 14,258→14,300
1. Nearest 1000
2. Nearest 1000
3. Nearest 10,000
4. Nearest 100
100
Sarah is baking 8 loaves of banana bread for a bake sale. She uses 2/3 cup of walnuts for each loaf. What is the total amount of walnuts, in cups, Sarah uses to make all 8 loaves?
5 1/3
100
Mrs. Salinas class wants to go on a camping trip. The cost of the trip is $255. The class has a bake sale to raise money. They can make $45 a week for 5 weeks. How much more money will they need?
$30
100
Name the definitions of acute, right, obtuse, or straight angles.
Acute: Less than 90 degrees
Right: 90 degree angle/ square corner
Obtuse: Greater than 90 degrees but smaller than a straight angle
Straight Angles: A straight line/ 180 degrees
100
What is the greatest number of lines of symmetry that can be drawn on the figure shown below?
2
200
84 x 63 =
5,292
200
Subtract the mixed numbers.
Write the answer as a whole number, fraction, or mixed number.
9 3/10−4 7/10=_____
4 6/10
200
A school auditorium has 32 rows of seats.
Each row has 15 seats.
The letter k represents the total number of seats.
Write an equation that can be used to find k. Mark all possible equations.
A. 32×15=k
B. 15×32=k
C. k÷15=32
D. k÷32=15
E. 15+32=k
A, B, C, D
200
Two protractors are used to measure angle and angle , as shown.
Which of these shows the measures of both angles?
Angle A: 140 degrees
Angle B:60 degrees
200
Look at the trapezoid. Which two line segments are parallel?
Write their names.
Line segment WY and line segment XZ
300
Fill in the correct word or words to complete the statement.
In the number 44,856 , the value of the underlined 4 is _____ times the value of the 4 to its right.
ten
300
What is the value of the expression shown below?
4/10 + 26/100
66/100
300
List all of the factors of 72.
1, 72, 2, 36, 2, 24, 4, 18, 6, 12, 8, 9
300
Use the diagram to solve the problem.
- The measure of ∠DCE=70 degrees
- The measure of ∠ECF=45 degrees
- The measure of ∠FCG=45 degrees
Enter the measure, in degrees, of ∠DCF.
115 degrees
300
The line plot shows the distances, in miles, Rex walked on seven days.
Enter the total distance, in miles, Rex walked for all seven days.
17 1/2 miles
400
Fill in the missing numbers to complete the division problem:
8,459 divided by 6 =_____
1409 Remainder 5
400
Sam, Maria, Leo, and Sarah shared a large chocolate bar. Sam ate 2/10 of the bar, Maria ate 4/10, and Leo ate 1/10. How much of the chocolate bar did Sarah eat?
3/10
400
A baker makes 164 cupcakes. To complete an order, he needs 36 more cupcakes. He packs the cupcakes in 9 boxes that each hold cupcakes. How many boxes will the baker need to pack the whole order?
23 boxes
400
Addison’s recipe calls for 6 pints of fresh milk. She had 4 quarts of milk and gave 3 pints away.
1. Does she have enough milk for her recipe?
2. How many pints of milk does she have?
1. No
2. 5 pints
400
Select all the words that describe this shape:
A. parallelogram
B. rhombus
C. rectangle
D. polygon
E. quadrilateral
F. square
A. parallelogram
B. rhombus
D. polygon
E. quadrilateral
500
There are 6,215 fans at a stadium for a concert. If each fan bought 6 glow sticks, how many glow sticks were bought in total?
37,290
500
Is 2/3 equivalent to 8/12? Why or why not?
Yes, they both name same parts of the same whole.
You can multiply both the numerator and denominator by 4.
500
Sami has 6 times as many books as Jeff.
If Sami has 12 books Jeff has ____ books.
If Jeff has 4 books Sami has ____ books.
2, 24
500
Mr. Fuller wants to put fencing around his rectangular-shaped yard. The width of the yard is 55 feet and the length is 75 feet. How many feet of fencing does Mr. Fuller need?
260 feet
500
A store tracked how many notebooks were sold:
A. On which days were the same number of notebooks sold?
B. What is the difference between the greatest and least sold?
C. The store earns $2 per notebook. How much money did they make on Wednesday and Thursday combined?
A. Tuesday and Thursday
B. 14 notebooks
C. $140