Solve for x:
x + 5 =9
x =4
Solve for x:
6x = -42
x = -7
Solve for n:
5n - 9 = 71
n = 16
Solve for p:
2/3 p-7=17
p = 36
Use the distributive property to write equivalent expression:
4(3y - 2x - 9)
12y - 8x - 36
Solve for w:
w - 11 = -4
w = 7
Solve for y:
1/3 y=11
y = 33
Solve for x:
1/2 x+3=9
x =12
Solve for x:
8x + 22 =94
x = 9
Use the distributive property to write equivalent expression:
6(-8 + 4w - 3z)
-48 + 24w - 18z
Solve for t:
-5 = t - 9
t = 4
Solve for c:
-8c = -72
c = 9
Solve for y:
-3y -4 =14
y = -6
Solve for m:
-15 = -4m + 5
m = 5
True or False?
The solution the equation below is 5.
x/3-10=5
False!
Solve for n:
-49 + n = -63
n = -14
Solve for y:
200= -25y
y = -8
Solve for x:
-5(x - 1) = 40
x = -7
Solve for m:
m/4-8=2
m = 40
Are the following equations equivalent? If not, what would you do to make them equivalent?
12(x + 10) = 24
12x + 22 = 24
No they are not. The bottom equation should be 12x + 120 = 24 (multiply the 10 by 12).
Solve for z:
1/2 = z + 8
z= -7 1/2
Solve for c:
5/8 c=-20
c = -32
Solve for m:
2(m + 12) = -36
m = -30
Solve for x:
1/4(x+6)=-12
x = -54
Where did Jesse make the mistake when solving the following equation? How would you fix it?
4(x + 6) = 22
4x = 16
x = 4
They subtracted 6 from both sides, which is just one group of 6, not four groups of 6.
Instead, Jesse has two options for a 1st step:
1. Divide both sides by 4.
2. Distribute the 4.