Area
What is the formula for the area of a parallelogram?
Area = base x height
Draw the net for a rectangular prism.
6 rectangles.
List all the parts (terms, coefficients, variables, constants) of the following expression
4y - 34w + 10
Terms: 3
Coefficients: 4 and 34
Variables: y and w
Constants: 10
Label the base number and the exponent
105
Base number: 10
Exponent: 5
Find the GCF of 45 and 120
15
What is the formula for the area of a triangle?
Area = 1/2 base x height
Draw the net for a square-based pyramid.
4 triangles, 1 square
Solve the expression 25w + 5y when w = 3 and y = 10
125
Write the following in expanded form
103 x w5
10 x 10 x 10 x w x w x w x w x w
Find the LCM of 35 and 40
280
Find the area of a parallelogram with base 9 inches, side length 10 inches, and height 8 inches.
72 inches 2
Draw the net for a right triangular prism.
3 rectangles, 2 right triangles
the quotient of 4 times a number n and six.
4n / 6
Evaluate the following expression when y = 5
2(53 - 5y)
200
There are 48 girls and 64 boys in a class. The teacher wants to wants to arrange students in equal rows. What is the greatest number of students in each row?
16 students.
Find the area of a triangle with base 6 cm, side length 8 cm, and height 4cm.
12 cm 2
Find the surface area of a cube with all side lengths 4 cm.
96 cm 2
Bailey has 45 minutes to exercise. It takes Bailey 3 minutes to jog around the track and 5 minutes to stretch. She jogs j laps around the track and stretches s times. Write an expression to show how much time Bailey has left to exercise.
45 - (3j +5s)
The value of 321 is how many times greater than the value of 319?
9 times greater.
Pencils come in packages of 10 and erasers come in packages of 12. Ms. Young wants to make goodie bags that have one pencil and one eraser in each bag. What is the smallest amount of pencils and erasers she can buy?
60. 6 packages of pencils and 5 packages of erasers.
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Find the surface area of a rectangular prism with base 4 in, height 5 in, and width 3 in.
94 in 2
Evaluate the expression
1/4 (x(2y + 3z))
When x = 8, y = 3, and z = 5/3
22
Evaluate (h-1)3 - 4 when h = 3.
4
Jason has dance lessons every 5 days and singing lessons every 3 days. He had both singing and dance on May 5, when is the next day he will have both singing and dance lessons again?
LCM: 15 days.
May 5 + 15 days = May 20