Respuesta :
To solve this system of equations, you can just set them equal to each other as they both equal y. Â
[tex]x+10 = 3x+2 \\ x+8=3x \\ 8=2x \\ x=4\\[/tex] Â Â
To find the value of y, just plug x back into one of the equations: Â
[tex]y=4+10 \\ y=14[/tex] Â
The answer to the system is (4,14), but there are two choices corresponding to that. Because this system has a solution that satisfies both x and y, they intersect at a certain point (4,14) Â
Your answer is (4, 14), because both lines pass through this point
[tex]x+10 = 3x+2 \\ x+8=3x \\ 8=2x \\ x=4\\[/tex] Â Â
To find the value of y, just plug x back into one of the equations: Â
[tex]y=4+10 \\ y=14[/tex] Â
The answer to the system is (4,14), but there are two choices corresponding to that. Because this system has a solution that satisfies both x and y, they intersect at a certain point (4,14) Â
Your answer is (4, 14), because both lines pass through this point