Equations
Angle Relationships
Area and Perimeter
Triangles
Miscellaneous
100
#1 Solve for x
-11 +6x = 5x -7
x = 4
100
#22 What type of angles are shown below?
Alternate Exterior
100
#10 Find the Product...
(6x +6)2
36x2 +72x +36
100
#32 Solve for the missing angle
? = 50
100
#20 Translate the following into a numerical expression:
The sum of a number and 4
x +4
200
#4 Solve for n
-8 -n = 3n -6n
n = 4
200
#23 What type of angles are shown below?
Corresponding
200
#12 What is the Perimeter of a square given the length and width is 6x +4 ?
*HINT: P = (2*Length) + (2*Width)
P = 24x +16
200
#38 Solve for the missing angle
? = 60
200
#18 Translate the following into a numerical expression:
5 times a number
5x
300
#2 Solve for p
8-p = -11 +1 +3p -7p
p = -6
300
#26 What is the missing angle measure?
? = 85
300
#16 What is the Perimeter of a rectangle given...
Length= 6x2 -2x -6
Width = x2 -4x -8
*HINT: P = (2*Length) + (2*Width)
P = 14x2 -12x -28
300
#40 Solve for the missing angle
? = 20
300
Translate the following into a numerical expression:
12 more than 3 times a number
3x + 12
400
#6 Solve for n
-139 = -3n + 8(-6 + 2n)
n = -7
400
#28 Solve for X
X = 7
400
#11 What is the Area of a rectangle given...
Length=7x -3
Width =5x -1
*HINT: A = Length * Width
A =35x2 -22x +3
400
#36 Solve for x
x = 11
400
#9 Find the product
(4x +8)(x2 +4x +7)
4x3 +24x2 +60x +56
500
#8 Solve for p
154 = 7(6p +8) +7p
p = 2
500
#30 Solve for X
x = 6
500
#14 What is the Area of a rectangle given...
Length= 2x2 -2x +4
Width = 3x2 +6x -1
*HINT: A = Length * Width
A =6x4 +6x3 -2x2 +26x -4
500
#41 Solve for x
x = 4
500
#42 Solve for x
x = 7