\"\"

\

The equation is \"\".

\

First find the y-intercept.

\

The y-intercept is the value of y, when x = 0.

\

\"\"                                 (Substitute x = 0 in original equation)

\

\"\"                                    (Apply Additive inverse property: a + 0 = a)

\

\"\"                              (Divide each side by negative 4)

\

\"\"                                      (Cancel common terms)

\

\"\"                                    (Divide: \"\")

\

The y-intercept is \"\" , so the graph intersects the y-axis at (0, \"\" ). \"\"

\

Next find the x-intercept.

\

The x-intercept is the value of x, when y = 0.

\

\"\"                             (Substitute y = 0 in original equation)

\

\"\"                                        (Apply Additive inverse property: a + 0 = a)

\

The x-intercept is 18, so the graph intersects the x-axis at ( 18 , 0).\"\"

\

Graph Using Intercepts:

\

Use these ordered pairs to graph the equation.

\

1.     Draw a coordinate plane.

\

2.     Plot the points.

\

3.     Draw a line through these points.

\

\"graph

\

 \"\"

\

Graph for the equation  \"\" is

\

\"graph