For this case we must solve the following system of equations:
[tex]x + 3y = -4\\x + 5y = -6[/tex]
We clear x of both equations:
[tex]x = -4-3y\\x = -6-5y[/tex]
We match:
[tex]-4-3y = -6-5y\\-3y + 5y = -6 + 4\\2y = -2\\y = \frac {-2} {2}\\y = -1[/tex]
We find the value of "x":
[tex]x = -4-3 (-1)\\x = -4 + 3\\x = -1[/tex]
Thus, the solution of the system is:
[tex](x, y): (- 1, -1)[/tex]
Answer:
[tex](x, y): (- 1, -1)[/tex]
