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The equation is \"\".

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The equation is in slope intercept form.

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To graph the equation, first graph the\"\"

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According to Subtraction property of equality: If a = b then \"\".

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\"\"              (Subtract 1 from each side)

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

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The reciprocal of \"\"

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According to multiplication property of equality: If a = b then ac = bc. \ \

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\"\"(Multiply each side by \"\")

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\"\"              (Cancel common terms)

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\"\"                     (Multiply: \"\")\"\"

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First find the y-intercept.

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

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\"\" \ \

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\"\"                           (Zero product property: a(0) = 0)

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

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\"\"                                       (Miltiply: \"\")

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

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The co-ordinate point is (0, - 1.3) \ \ \"\"

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Next find the x-intercept.

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

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\"\" \ \

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According to addition property of equality: If a = b then \"\". \ \

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\"\"    (Add\"\"to each side)

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

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According to multiplication property of equality: If a = b then ac = bc. \ \

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\"\"                (Multiply each side by 9)

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\"\"                         (Cancel common terms)

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\"\"                                (Multiply: \"\")

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According to division property of equality: If a = b then \"\".

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\"\"                          (Divide each side by 16)

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\"\"                                  (Cancel common terms)

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

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The co-ordinate point is (0.75, 0)\"\" \ \ Use these ordered pairs to graph the equation.

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1.     Draw a coordinate plane.

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2.     Plot the points.

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3.     Draw a line through these points.

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