Methodical recommendation:
Theory
| Number | Name | Description |
|---|---|---|
| 1. | Square and square numbers | Explanation about square and square numbers. |
Practice Questions
| Number | Name | Type | Difficulty | Marks | Description |
|---|---|---|---|---|---|
| 1. | Verify the given statement | Other | easy | 1 m. | To determine the given statement is true or false using sum of consecutive odd integers. |
| 2. | Choose the correct perfect square | Other | easy | 3 m. | Practice problem to find the corret perfect square from the given numbers. |
| 3. | TBQ - Numbers between perfect square numbers | Other | medium | 4 m. | To find the numbers between the perfect square numbers. |
| 4. | Express as odd | Other | medium | 4 m. | Fill in the blanks using the propeties of a square number. |
| 5. | TBQ - Verify if the given number is a perfect square | Other | medium | 4 m. | Verify if the given number is a perfect square or not using factorisation. |
| 6. | Number added to the difference of squares of numbers | Other | medium | 3 m. | To find the number added to the difference of squares of numbers to make it as a perfect square |
| 7. | Find the side of the square field | Other | medium | 2 m. | Work on the problem to find the side and the perimeter of the square field. |
| 8. | Find the smallest number of blocks | Other | hard | 4 m. | Find the smallest number of blocks that should be divided |
| 9. | AR - Number of zeroes | Other | hard | 1 m. | To verify the given statement |
| 10. | Find out the smallest number that should be multiplied with given number | Other | hard | 5 m. | Calculate the smallest number should be multiplied with given number to get a perfect square. |
| 11. | Answer all the questions | Other | hard | 4 m. | To understand the patterns in square numbers |
| 12. | CBQ - Perfect square | Other | hard | 4 m. | To find the correct answer |