PDF chapter test TRY NOW

Methodical recommendation:

Theory

Number Name Description
Number 1. Name Greatest Common Divisor or Highest Common Factor of polynomials Description Learn the concept of gcd or hcf of a polynomial.
Number 2. Name Least Common Multiple of polynomials Description Learn the concept of least common multiple of polynomials.
Number 3. Name Relationship between LCM and GCD Description Learn the relationship between LCM and GCD.

Textbook Questions

Number Name Type Difficulty Marks Description
Number 1. Name Multiple choice questions I Type Other Difficulty easy Marks 1 m. Description Try to find the HCF of the given polynomials.
Number 2. Name Multiple choice questions II Type Other Difficulty easy Marks 1 m. Description Select the suitable choice for the given question.
Number 3. Name Two mark example problems I Type Other Difficulty easy Marks 4 m. Description Try to find the lcm of the given polynomials.
Number 4. Name Two mark example problems II Type Other Difficulty easy Marks 4 m. Description Try to find the lcm of the given polynomials.
Number 5. Name Two mark exercise problems I Type Other Difficulty easy Marks 4 m. Description Check your understanding skills in the concept of finding LCM of the given polynomials.
Number 6. Name Two mark exercise problems II Type Other Difficulty easy Marks 4 m. Description Check your understanding skills in the concept of finding LCM of the given polynomials.
Number 7. Name Two mark exercise problems III Type Other Difficulty easy Marks 4 m. Description Check your understanding skills in the concept of finding LCM of the given polynomials.
Number 8. Name Two mark exercise problems IV Type Other Difficulty medium Marks 2 m. Description Practice a problem to find the LCM of the given polynomials and gcd.
Number 9. Name Two mark exercise problems V Type Other Difficulty medium Marks 2 m. Description Practice a problem to find the LCM of the given polynomials and gcd.
Number 10. Name Five mark example problems I Type Other Difficulty medium Marks 5 m. Description Try to find the GCD of the given polynomials.
Number 11. Name Five mark example problems II Type Other Difficulty medium Marks 5 m. Description Try to find the GCD of the given polynomials.
Number 12. Name Five mark exercise problems I Type Other Difficulty medium Marks 5 m. Description Try to answer the given questions.
Number 13. Name Five mark exercise problems II Type Other Difficulty medium Marks 5 m. Description Try to answer the given questions.
Number 14. Name Five mark exercise problems III Type Other Difficulty hard Marks 5 m. Description Try to answer the given questions.
Number 15. Name Five mark exercise problems IV Type Other Difficulty hard Marks 5 m. Description Try to answer the given questions.
Number 16. Name Five mark exercise problems V Type Other Difficulty hard Marks 5 m. Description Try to find the GCD of the given polynomials.
Number 17. Name Five mark exercise problems VI Type Other Difficulty hard Marks 5 m. Description Try to find the GCD of the given polynomials.
Number 18. Name Five mark exercise problems VII Type Other Difficulty hard Marks 5 m. Description Prove the given polynomials.
Number 19. Name Five mark exercise problem VIII Type Other Difficulty hard Marks 5 m. Description Prove the given polynomials.
Number 20. Name Five mark exercise problem IX Type Other Difficulty hard Marks 5 m. Description Prove the given polynomials.

Practice Questions

Number Name Type Difficulty Marks Description
Number 1. Name Find the LCM of the polynomials Type Other Difficulty easy Marks 2 m. Description Try to find the LCM of the given polynomials.
Number 2. Name Find the other polynomial Type Other Difficulty easy Marks 2 m. Description Check your understanding skills in the concept of relationship between LCM and GCD.
Number 3. Name Find the GCD if f(x), g(x) and LCM are given Type Other Difficulty medium Marks 2 m. Description Practice a problem to find the GCD of the two polynomials.
Number 4. Name Determine the LCM if f(x), g(x) and GCD are given Type Other Difficulty medium Marks 2 m. Description Practice a problem to find the LCM of the two polynomials.
Number 5. Name Find the GCD of the polynomials Type Other Difficulty hard Marks 5 m. Description Try to find the GCD of the two given polynomials.
Number 6. Name Choose the correct GCD for the polynomials Type Other Difficulty hard Marks 5 m. Description Select the correct GCD for the given polynomials.

Key Questions for School Exam Preparation

Number Name Type Difficulty Marks Description
Number 1. Name Find the LCM Type Other Difficulty easy Marks 2 m. Description Calculate the LCM of the given polynomials.
Number 2. Name Calculate the LCM Type Other Difficulty hard Marks 5 m. Description Practice a problem to find the LCM of the given polynomials.

Questions for Teacher Use

Number Name Type Difficulty Marks Description
Number 1. Name Choose the correct LCM of the polynomials Type Other Difficulty easy Marks 2 m. Description Check your understanding skills in the concept of finding LCM of the polynomials.
Number 2. Name Verify the statement Type Other Difficulty hard Marks 5 m. Description Check your understanding skills in the concept of relationship between LCM and GCD.
Number 3. Name LCM of the polynomials Type Other Difficulty easy Marks 2 m. Description Try to find the LCM of the given polynomials.

Periodic assessments

Number Name Recomended time: Difficulty Marks Description
Number 1. Name Homework I Recomended time: 00:10:00 Difficulty easy Marks 6 m. Description
Number 2. Name Homework II Recomended time: 00:15:00 Difficulty easy Marks 8 m. Description
Number 3. Name Homework III Recomended time: 00:20:00 Difficulty medium Marks 18 m. Description
Number 4. Name Revision test I Recomended time: 00:25:00 Difficulty medium Marks 20 m. Description
Number 5. Name Revision test II Recomended time: 00:25:00 Difficulty hard Marks 22 m. Description
Number 6. Name Revision test III Recomended time: 00:25:00 Difficulty hard Marks 24 m. Description
Number 7. Name Periodic Assessment Recomended time: 00:10:00 Difficulty medium Marks 2 m. Description