Steps of Construction:
1.Draw a line segment AB of length 6 cm.
2.Now as we know that the altitude of the isosceles triangle is also the bisector of the base line. So we draw a perpendicular bisector of line BC.
3.We cut an arc of length 4 cm (length of altitude). The arc cut point is C.
4. Join AB and AC. ABC is the triangle of the given dimensions.
5.Now we have draw a triangle which is 3/4 times of this triangle.
6. Draw a ray from A making an acute angle with AB. Make 4 equal arcs along the ray, i.e. A1, A2, A3, and A4.
8. From A3, draw a line parallel to A4B cutting AB at B’.
9. From B’, draw another line parallel to BC cutting AC at C’.
10.AB’C’ is our required triangle.
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