Distribution
Area and Perimeter
Combining Like Terms
Solving for a Variable I
Solving For a Variable II
100

4(2+x)

8+4x

100
If a rectangle has sides 3 and 4 what is the Perimeter?
14
100
Simplify 4y-8+4y+12
8y+4
100
Solve for b 2(b+3)=10
b=2
100
What is a solution to our equation? 3x=12
x=4
200
-7(2x-4)
-14x+28
200
If a rectangle has sides 4 and 8x what is the area?
32x
200
Simplify 10-3z+13-2z+8z
23+3z
200
Is x=-2 a solution to 4x=-16?
No
200
Simplify the inequality? 2x+13>15
x>1
300
(2-9y)(-5)
-10+45y
300
If a triangle has a base of 8 and a height of 2x-2 what is the area?
8x-8
300
Simplify 20x+12+6y-8=2x
18x+6y+4=0
300
Solve for x 3(x-2)=x+2
x=4
300
Simplify the inequality? -3x+4<31
x>-9
400
12(12-3z)
144-36z
400
A triangle has sides 3x-4, x+5, and 8x -6 what is it's perimeter?
12x-5
400
Simplify 2(3x-4)+7(8-3x)
48-15x
400
Solve for y (2/3)*y = 12
y=18
400
If we have a triangle with height of 6 and an area of 42 what is our base?
b=14
500
(-14-17x)(-2x)
28x+34x^2
500
A rectangle has sides 4x-20 and 30 what is it's area?
120x-600
500
Simplify 8(x-4)-6(2-2x)
20x-44
500
Solve for x 4(5x+3)=19x+18
x=6
500
If we have a triangle with a perimeter of 62 and two sides one of 23 and the other of 33 what is the length of the third side?
Side = 4
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