"For every line L and for every point P not lying on a given line L, there exists a unique line m passing through P and parallel to L" is known as playfair 's axiom.

Draw a line l. Take any point A outside the line. Draw a line through A, parallel to line l.

If 1 is any given line and P is any point not lying on it,then the number of parallel lines that can be drawn through P,parallel to I would be

Draw any line 'l'. Now take any point P not lying on it. Construct a line perpendicular to l and passing through point P using ruler and compasses.

Draw a line l. Take a point A outside the line. Through point A draw a line parallel to line l

Draw a line l. Take a point T outside the line. Through point T draw a line parallel to line l.

The image of a point lying on a line l with respect to the line of symmetry l lies on _______.

Given a line l and a point M on it draw a perpendicular MP of l where MP=5.2cm and a line q parallel to l through P.

Draw a line l. Construct a line m parallel to line l at a distance of 4 cm.

To construct a line parallel to a given line and passing through a given point outside the line. Question : Draw a line l, take a point P outside it. Draw a line m || line l passing through point P.

Draw a line l. Take a point A outside it. Using set square , draw line p parallel to line l passing through A.(Do not write the steps of construction)