Consider the system of equations. y=-2x+4 y=-(1)/(3)x-1 The solution is (3,-2) your chack? Verify the solution. Which true statement appears in 4equiv 4 -2=-2

To verify the solution $(3,-2)$ for the system of equations, we need to substitute the values of $x$ and $y$ into both equations and check if the equations hold true.<br /><br />For the first equation $y=-2x+4$:<br />Substituting $x=3$ and $y=-2$, we get:<br />$-2 = -2(3) + 4$<br />$-2 = -6 + 4$<br />$-2 = -2$<br /><br />For the second equation $y=-\frac{1}{3}x-1$:<br />Substituting $x=3$ and $y=-2$, we get:<br />$-2 = -\frac{1}{3}(3) - 1$<br />$-2 = -1 -$<br />$-2 = -2$<br /><br />Both equations hold true when substituting the values of $x$ and $y$. Therefore, the solution $(3,-2)$ is correct.<br /><br />The true statement that appears in your check is:<br />$-2=-2$