|
|
|
 |
|
Given a right line AB construct a line that is perpendicular to Line AB. |
 |
|
Select any point (C) on Line AB. Using Point C as center describe two arcs
of circles of any radius that cut Line AB on both sides of Point C at Points
E and F. |
 |
|
Opening the compass to a length equal to the distance between Points E and
F and using Points E and F as centers, describe two arcs of circles above
Point C that intersect at Point G. |
 |
|
Produce a right line that passes through Point C and Point G. |
 |
|
Line CG will be perpendicular to Line AB. |
|
|
|