Introduction to leg of isosceles triangle:
A triangle consists of same length along its two leg sides which can be called as an isosceles triangle. Normally, in an isosceles triangle where both sides are congruent . A triangle has many types in which it can be related to one of its type called as an isosceles triangle where its opposite angles and its sides are equal.
Facts of Leg of an Isosceles Triangle:
The main fact of a leg of an isosceles triangle is that the congruent sides are having equal length .The side which is not the leg called as the non-congruent side of the triangle .In an isosceles triangle ABC we can say that
Leg of Isosceles Triangle Property:
In the isosceles triangle ABC , we can say that

Experiment:Draw ΔABC with AB = AC with equal length and BC less than AB and AC measure
Conclusion :Thus in a triangle, the two sides and then their angles opposite them are also equal.Please express your views of this topic how to do linear equations in two variables by commenting on blog.
Example Problem for Leg of an Isosceles Triangle:
Ex:Construct an isoscles triangle whose sides are respectively 9 cm and 6 cm,6 cm and the angles included between these sides of 9cm and 6 cm is 45°
Solution:

Draw a ray BZ of any length.
Draw
From ray BX cut off-line segment BC = 9cm.
From ray BY cut off-line segment BA = 6cm.
Join A and C such that AC is 6 cm.
A triangle consists of same length along its two leg sides which can be called as an isosceles triangle. Normally, in an isosceles triangle where both sides are congruent . A triangle has many types in which it can be related to one of its type called as an isosceles triangle where its opposite angles and its sides are equal.
Facts of Leg of an Isosceles Triangle:
The main fact of a leg of an isosceles triangle is that the congruent sides are having equal length .The side which is not the leg called as the non-congruent side of the triangle .In an isosceles triangle ABC we can say that
Leg of Isosceles Triangle Property:
In the isosceles triangle ABC , we can say that
Experiment:Draw ΔABC with AB = AC with equal length and BC less than AB and AC measure
Conclusion :Thus in a triangle, the two sides and then their angles opposite them are also equal.Please express your views of this topic how to do linear equations in two variables by commenting on blog.
Example Problem for Leg of an Isosceles Triangle:
Ex:Construct an isoscles triangle whose sides are respectively 9 cm and 6 cm,6 cm and the angles included between these sides of 9cm and 6 cm is 45°
Solution:
Draw a ray BZ of any length.
Draw
From ray BX cut off-line segment BC = 9cm.
From ray BY cut off-line segment BA = 6cm.
Join A and C such that AC is 6 cm.
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