Answer:
(12,33)
Explanation:
This system can be solved using the substitution method. This is where you replace one variable by another.
Step 1:
Plug in
for the y
Step 2:
Combine like terms

Step 3:
Subtract 21 from both sides

Step 4:
Divide both sides by 3

Step 5:
Use the first equation and plug in 12 for x


Step 6:
Proof of work
