Solving Equations 1 Distributive Property 1 Solving Equations 2 Distributive Property 2 Exponents
100
x = 25
2 + x = 27
100
18
Solve.
3(4+2)
100
m=8
30=m+22
100
5x-50
Solve.
5(x-10)
100
32
2 to the power of 5
200
g=8
4g=32
200
12x-72
Solve.
12(x-6)
200
t=32
14=t-18
200
2(x+2)
Rewrite using the distributive property.
2x+4
200
216
6 to the power of 3
300
m=1.45
m-0.14=1.31
300
Rewrite using the distributive property.
12 - 24y
300
y = 3 1/2
2 1/2 + y = 6
300
Draw a picture of a rectangle with a length of 3 and a width of 7+x.
300
160
10x to the power of 2
when x is 4
400
x=50
10=0.2x
400
9(b-9)
9b-81
Write an expression for the area of a rectangle if the length is 9 and the width is b - 9
400
c=3 5/13
11/13c=1/4
400
104
Solve.
13(22-14)
400
1/64
1/4 to the power of 3
500
z=7/8
3/4=6/7z
500
z(3x-2y+5)
Rewrite using the distributive property.
3xz - 2yz + 5z)
500
A number attached to a variable.
Define coefficient.
500
192x + 144
Solve.
16(12x+9)
500
2401/4096
7/8 to the power of 4






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