To divide a line segment,the ratio of division must always be  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles and  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles.

 4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles is the basic principle used in dividing a line segment.

The  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles means the ratio of the sides of the triangle to be constructed with the corresponding sides of the given triangle.

If a point  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles circle, then there is only one tangent to the circle at this point and it is perpendicular to the radius through this point

If a point  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles a circle, there cannot be a tangent to the circle through this point.

If the point  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles the circle, there will be two tangents to the circle from this point.

If centre of the circle is not given, you may locate its centre first by taking any two non-parallel  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles and then finding the point of intersection of their perpendicular  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles .

If the construction of a triangle ABC in which AB = 6 cm, ∠A = 70° and ∠B = 40° is possible then the measure of ∠C= 4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles.

The construction of the triangle ABC is possible if it is given that BC = 4 cm, ∠C = 60° and the difference of AB and AC is  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of triangles cm.

The construction of a triangle ΔABC in which BC = 6 cm, ∠A = 50° is not possible, when difference of BC and AC is equal to  4.56.470bisectorschordslies insidelies on thelies outsidepositiverationalscale factorSimilarity of trianglescm.