The solution (the values of x and y that are true for both solutions):
x = 4.4 and y = 2.2
The coordinates of the ordered pair = (4.4, 2.2)
Explanation:system of equations below: 3x + 4y = 22
2x + 6y= 22
From the graph, there is an intersection, a point where both graphs meet.
The point is x = 5, y = 2
3(5) + 4(2) = 15 + 8 = 23
2(5) + 6(2) = 10 + 12 = 22
The value of both sloution is different.
This could be due to the compressed form of the graph.
Plotting the graph using a graphing calculator, the point the x and y of both solutions are the same is at x = 4.4 and y = 2.2
3(4.4) + 4(2.2) = 22
2(4.4) + 6(2.2) = 22
Hence, the solution (the values of x and y that are true for both solutions ):
(x, y)= (4.4, 2.2)
x = 4.4 and y = 2.2
The coordinates of the ordered pair = (4.4, 2.2)
