# data[].attributes.body
-4 + -3 = 12

# data[].attributes.body
Step 2:
Do the opposite operation
-4w = 12
w = -3

# data[].attributes.body
3w - 7w is like doing 3 minus 7
3 minus 7 is -4
so 3w - 7w = -4w

# data[].attributes.body
3 - 7 = -4

# data[].attributes.body
Simplify, or (3w) and (7w)

# data[].attributes.body
Step 1:
3w - 7w = -4w

# data[].attributes.body
3w - 7w = 12

# data[].attributes.body
Problem 3:
3w - 7w = 12

# data[].attributes.body
Step 1: Simplify the problem. (3*w)-(7*w) =12

Step 2: 3-7 =-4w.

Step 3: In 4w the x is -3. So the answer is -3.

# data[].attributes.body
simplify

# data[].attributes.body
Step 3:
Simplify
-10 / 5 = -2

# data[].attributes.body
do the opposite operation

# data[].attributes.body
Combine like terms

# data[].attributes.body
Step 2:
Divide to get the variable alone on one side
5 / x = -10

# data[].attributes.body
Step 1:
Combine the like terms
2x + 3x = 5x = -10

# data[].attributes.body
2x + 3x = -10

# data[].attributes.body
Step 1: Combine the like terms. 2x+3x=5x
5x=-10

Step 2: The x is a -2. 5*-2=-10

-10/5=-2

# data[].attributes.body
Problem 2:
2x + 3x = -10

# data[].attributes.body
Unlike

# data[].attributes.body
2 (4+6) or 2 + 10= 12

# data[].attributes.body
Step 1: Simplify the problem. (2*x)+(2*6)

Step 2: Solve the problem. 2x=12

# data[].attributes.body
6-2=4

# data[].attributes.body
Step 3:
Solve 6*2
6*2= 12

# data[].attributes.body
Step 2:
2*6

# data[].attributes.body
reverse the order of the addition symbol

# data[].attributes.body
Step 1:
2*x

# data[].attributes.body
2 (x+6)

# data[].attributes.body
Problem 1:
2(x+6)