The point of intersection for the two equations is: (4, 360).
The point of intersection is the point where the two equations becomes equal to each other.
To find the point of intersection for, y = 100 + 65x and y = 40 + 80x, set both equations equal to each other and solve for both x and y.
Thus:
100 + 65x = 40 + 80x
100 - 40 = 80x - 65x
60 = 15x
4 = x
Substitute x = 4 into the first equation
y = 100 + 65(4)
y = 360
Therefore, the point of intersection for the two equations is: (4, 360).
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