Methodical recommendation:

Theory

Number Name Description
1. Geometric Twin, Congruence of Triangle and SSS Congruence Condition In Geometric twin, congruent of two figures is discussed using the concept of flipping and rotation. Congruence of Triangles and SSS congruence condition are also discussed in detail

Practice Questions

Number Name Type Difficulty Marks Description
1. NCERT | Geometric Twins | Figure it out | Pg.3 | Q1 Other easy 1 m. Two figures are congruent is verified using two arm length and the inculded angle concept.
2. NCERT | Geometric Twins | Figure it Out | Pg. 3 | Q2 Other easy 1 m. Congruency of two figures is verified using the concept of flipping and rotation.
3. Find out the congruent vertices and side measures Other easy 2 m. Let's apply the concept of congruence triangle to find the corresponding vertices and sides.
4. Select the side value of the triangle Other easy 2 m. Apply the concept of congruent and find the sides.
5. AR - Analyze the following Other medium 1 m. Based on the concept of flipping, rotation and superimposition. Also circle, square and rectangle superimposition is discussed.
6. NCERT | Congruence of Triangles | Figure it Out | Pg.8 | Q1 Other medium 3 m. List all the other possible ways of expressing this congruence.
7. NCERT | Congruence of Triangles | Figure it Out | Pg.8 | Q2 Other medium 2 m. Applying SSS congruence condition to prove two triangles are congruent.
8. NCERT | Congruence of Triangles | Figure it Out | Pg.9 | Q3 Other hard 4 m. Applying SSS Congruence condition to prove two triangles are congruent. CPCT is applied to show to angles are equal and then bisector concept is applied to verify the given statement.
9. CBQ - The Rectangular Design Other hard 4 m. Rectangle properties are used. SSS congruence condition is applied. Corresponding vertices are seen.