Consider the sequence of steps to solve the equation: 3(x βˆ’ 4) + 5x = 9x βˆ’ 36
Given β‡’ 3(x βˆ’ 4) + 5x = 9x βˆ’ 36
Step 1 β‡’ 3x βˆ’ 12 + 5x = 9x βˆ’ 36
Step 2 β‡’ 3x + 5x βˆ’ 12 = 9x βˆ’ 36
Step 3 β‡’ 8x βˆ’ 12 = 9x βˆ’ 36
Step 4 β‡’ 8x βˆ’ 8x βˆ’ 12 = 9x βˆ’ 8x βˆ’ 36
Step 5 β‡’ 0 βˆ’ 12 = x βˆ’ 36
Step 6 β‡’ βˆ’12 = x βˆ’ 36
Step 7 β‡’ βˆ’12 + 36 = x βˆ’ 36 + 36
Step 8 β‡’ 24 = x + 0
Step 9 β‡’ 24 = x
Which property yields Step 2?
A: Additive Inverse Property
B: Additive Identity Property
C: Addition Property of Equality
D: Commutative Property of Addition