Answer:
Umm:
Explanation:
So C is correct but the solution wasn't because x and y both don't equal to 1. Here is the way to do it:
We work first on the second equation.

Combine the two terms:

Since we know

We can replace it:

We can then solve that y = 2/3.
Then, we can plug this value back into the equation

and get x = 3/2.
So, 2x + 3y does equal 5 but this is how you get there.