
PUMPA - SMART LEARNING
எங்கள் ஆசிரியர்களுடன் 1-ஆன்-1 ஆலோசனை நேரத்தைப் பெறுங்கள். டாப்பர் ஆவதற்கு நாங்கள் பயிற்சி அளிப்போம்
Book Free DemoMethodical recommendation:
Theory
Number | Name | Description |
---|---|---|
Number 1. | Name Special triangles | Description Let's recall the basics of triangle. |
Number 2. | Name Concept of right triangles | Description Let's understand the terms used in right triangles. |
Number 3. | Name The Pythagorean theorem | Description Understand the pythagorean theorem and apply it for right triangles. |
Number 4. | Name Baudhayana (Pythagoras) theorem | Description Let's learn about Baudhayan theorem which is similar to Pythagoras theorem. |
Practice Questions
Number | Name | Type | Difficulty | Marks | Description |
---|---|---|---|---|---|
Number 1. | Name Calculate sum of interior angles and perimeter of equilateral triangle | Type 1st type - receptive | Difficulty easy | Marks 3 m. | Description Apply the concept of equilateral triangle and determine its interior angles and its perimeter. |
Number 2. | Name Calculate the interior angle of isosceles triangle | Type 1st type - receptive | Difficulty easy | Marks 2 m. | Description Apply the concept of isosceles triangle and get the interior angle. |
Number 3. | Name Select the following relation which is true. | Type 1st type - receptive | Difficulty easy | Marks 3 m. | Description Apply the concep of right triangle and find the suitable relation. |
Number 4. | Name Determine the angle in isosceles triangle | Type 2nd type - interpretation | Difficulty easy | Marks 3 m. | Description Calculate the interior angles of an isosceles triangle. |
Number 5. | Name Find the angle of isosceles triangle | Type 1st type - receptive | Difficulty medium | Marks 3 m. | Description Use the concept of isosceles triangle and find the interior angle. |
Number 6. | Name Estimate the interior angle of a triangle | Type 2nd type - interpretation | Difficulty medium | Marks 4 m. | Description Practice a problem on finding interior angle of an isosceles triangle. |
Number 7. | Name Determine the side of the right triangle | Type 2nd type - interpretation | Difficulty medium | Marks 4 m. | Description Work on the problem on right angle triangle by applyig Pythagorous theorem. |
Number 8. | Name Evaluate the base of an isosceles triangle | Type 2nd type - interpretation | Difficulty medium | Marks 4 m. | Description Apply the concept of isosceles triangle and determine its base length. |
Number 9. | Name Calculate the distance travelled | Type 2nd type - interpretation | Difficulty medium | Marks 4 m. | Description Apply the concept of right triangle and calculate the distance travelled. |
Number 10. | Name Solve the problem on isosceles triangles | Type 3rd type - analysis | Difficulty hard | Marks 5 m. | Description Practice problems on isosceles triangle. |
Number 11. | Name Calculate the perimeter of the rectangle | Type 3rd type - analysis | Difficulty hard | Marks 5 m. | Description Split the rectangle into triangles and apply the property of right triangle. |
Number 12. | Name Predict the width of the rectangular object | Type 3rd type - analysis | Difficulty hard | Marks 4 m. | Description Apply the concept of right triangle and calculate the distance travelled. |
Questions for Teacher Use
Number | Name | Type | Difficulty | Marks | Description |
---|---|---|---|---|---|
Number 1. | Name Compare Baudhayan and Pythagoras theorem | Type Other | Difficulty medium | Marks 5 m. | Description Go through the Baudhayan theorem and compare it with the known Pythagoras theorem. |
Number 2. | Name Test your understanding of right triangle | Type Other | Difficulty easy | Marks 2 m. | Description Test your conceptual understanding. |
Number 3. | Name Check whether the provided sides forms right triangle | Type Other | Difficulty easy | Marks 3 m. | Description Apply Pythagoras theorem to check whether the sides form right triangle. |
Number 4. | Name Find the path distance | Type Other | Difficulty medium | Marks 4 m. | Description Practice a problem on application of pythagorous theorem. |
Number 5. | Name Find the height of the ladder | Type Other | Difficulty medium | Marks 4 m. | Description Apply the pythagorous theorem to find the distance between ladder and building. |
Number 6. | Name Calculate the equal length of isosceles right triangle | Type Other | Difficulty hard | Marks 4 m. | Description Practice a problem on finding the equal length of isosceles right triangle |
Tests
Number | Name | Recomended time: | Difficulty | Marks | Description |
---|---|---|---|---|---|
Number 1. | Name Training test | Recomended time: 00:15:00 | Difficulty medium | Marks 10 m. | Description |
Periodic assessments
Number | Name | Recomended time: | Difficulty | Marks | Description |
---|---|---|---|---|---|
Number 1. | Name Homework | Recomended time: 00:20:00 | Difficulty medium | Marks 11 m. | Description |
Number 2. | Name Homework | Recomended time: 00:20:00 | Difficulty medium | Marks 10 m. | Description |
Number 3. | Name Homework | Recomended time: 00:20:00 | Difficulty hard | Marks 8 m. | Description |
Number 4. | Name Progress test | Recomended time: 00:20:00 | Difficulty medium | Marks 11 m. | Description |
Number 5. | Name Progress test | Recomended time: 00:20:00 | Difficulty medium | Marks 11 m. | Description |