Answer:
C. (11,-23)
Explanation:
The given equations are
.....................equation 1
...................equation 2
Multiply first equation by 2

Now add this new equation to 2nd equation


Divide both sides by 2

We got a=11 , plug this value in anyone equation
3(11)+b=10


Subtract 33 from both sides

So solution is (a,b) = ( 11,-23)