How can one sixthx _ 5 = one fifthx + 2 be set up as a system of equations?

6y _ x = _30

5y _ x = 10

5y + x = _30

5y + x = 10

6y _ 6x = _30

5y _ 5x = 10

5y + 5x = _30

5y + 5x = 10

You would divide each equation by the coefficient of y. Then isolate y to the form y=a1x+b1, and y=a2x+b2

Equate the two right-hand sides to give one single equation in x, from which x can be found.

so it would be C:

6y _ 6x = _30

5y _ 5x = 10