\"\"

\

The given line is \"\".

\

Slope - intercept form \"\".

\

Slope of the given line is (\"\") = \"\".

\

Slope of the parallel line is \"\".

\

Because you know the slope and a point on the line,

\

Use point - slope form \"\" to write an equation of the line.

\

Let \"\"\"\" and slope(\"\") = \"\".

\

\"\"    (Substitute \"\"3 for \"\" , \"\"4 for \"\" and \"\" = \"\")\"\"

\

Rewrite in slope - intercept form \"\".

\

\"\"                  (Product of two same signs is positive)

\

\"\"\"\"      (Multiply each side  by 3)

\

\"\"               (Cancel common terms)

\

Using distributive property:\"\"

\

\"\"

\

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

\

\"\"

\

Apply to subtraction property of equality: a = b then a \"\" c = b \"\" c.

\

\"\"             (Subtract 9 from each side)

\

\"\"                    (Apply additive inverse property: \"\")

\

\"\"                          (Apply additive identity property: \"\")

\

\"\"                              (Subtract: \"\")

\

\"\"                       (Divide each side by 3)

\

\"\"                           (Cancel common terms)

\

\"\"

\

The equation of the line is  \"\".