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Equation of a line may be represented in the form Ax+Bx=C, y=mx+b, and many other forms. For example, 5x+3y=15 and y=(-5/3)x+5 represent the exact same line. Every line has a unique and y-intercept (except for the vertical lines that do not intercept the y axis). The main idea behind this assignment is to realize that regardless of which form of the equation is used, you should be able to solve the equation for y (except for vertical lines) and find the slope and the y-intercept. When the equation is put in the form y=mx+b, then the numerical coefficient of x is the slope and the number b is the y-intercept. In this case, we have:
Ax+By = C
By = -Ax + C
y = (-A/B) + (C/B)
so: slope = (-A/B) and y-intercept = (C/B)
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