(i) Draw a line segment AB = 12.8 cm
(ii) Draw the perpendicular bisector of AAB¯which cuts it at C. Thus, C is the mid-point of .AB¯.
(iii) Draw the perpendicular bisector of AC¯which cuts it at D. Thus D is the mid-point of .
(iv) Again, draw the perpendicular bisector of CB¯ which cuts it at E. Thus, E is the mid-point of CB¯.
(v) Now, point C, D and E divide the line segment AB¯ in the four equal parts.
(vi) By actual measurement, we find that
AD¯=DC¯=CE¯=EB¯=3.2AD¯=DC¯=CE¯=EB¯=3.2 cm