Methodical recommendation:

Theory

Number Name Description
1. Property of Isoceles triangles We have discussed that angles opposite to equal sides are equal in an isosceles triangle and linear pair property in a triangle
2. Angles in an Equilateral Triangle Here we discuss about the angle property of an equilateral triangle with construction.
3. Congruent Triangles in Real Life In this section we have discussed how congruent triangles are seen in real life. It gives an indepth over congruency.

Practice Questions

Number Name Type Difficulty Marks Description
1. Choose the correct answer I Other easy 1 m. It helps to understand the angle properties of isosceles triangle and equilateral triangle.
2. Find the angle I Other easy 1 m. Finding the angle using the angle property of an isosceles triangle.
3. Find the angle II Other easy 3 m. Finding the angle using the angle property of an isosceles triangle.
4. NCERT | Isosceles triangle | Figure it Out | Pg.21 | Q5 Other medium 2 m. Finding the triangle to be an isosceles triangle using the radius of the circle. Then applying the property of an isosceles triangle for finding the angle B and angle C.
5. Find the value of x Other medium 4 m. Finding the unkown value x using the angle property of an isosceles triangle.
6. Finding the angle Other medium 3 m. Finding the angles using the concept of isosceles triangle through altitude.
7. Assertion and Reasoning Other medium 1 m. The concept revolves around the equilateral triangle and gives a clear about the angle property.
8. Find the value Other hard 4 m. Using the concept of altitude in equilateral triangle. Also applying the pythagorean theorem to find the value.
9. CBQ - Triangular Skylight frame Other hard 4 m. In this problem the concept of isosceles triangle, linear pair property and angle sum property of a triangle are applied.