\"\"

\

First find the slope of the line \"\".

\

Rewrite the line in slope-intercept form y = mx + b, where m is slope and b is y-intercept.

\

Apply addition property of equality: Add 10x from each side.

\

\"\"

\

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

\

\"\"                     (Divide each side by 6)

\

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

\

Compare the equation with slope-intercept form and find the slope of the line.

\

= \"\"

\

\"\"

\

The line is paralle to \"\". Parallel line has same slope.

\

So, slope of the new line = \"\"\"\"

\

Graph the line using given point and slope.

\

1.      Draw a coordinate plane.

\

2.      Plot the given point (0, 3).

\

3.   Find the next point using \"\". Start at (0, 3) and go up 5 units and 3 units right, then mark a dot and label it.

\

4.   Draw a line through these points.

\

\

    \"Graph\"\"

\

Graph of the line passing through the point (0, 3) and slope \"\" is

\

\"Graph