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Methodical recommendation:

Theory

Number Name Description
Number 1. Name Introduction to factor theorem Description Know and understand the theorem of the factor with a given example.
Number 2. Name Quadratic factorization using splitting of middle term Description Start understanding quadratic factorization using middle term splitting.
Number 3. Name Factorising the cubic polynomial Description Begin to understand the cubic polynomial using the middle term method of splitting.

Practice Questions

Number Name Type Difficulty Marks Description
Number 1. Name Evaluate which of the following polynomial has (x+1) as a factor Type 1st type - receptive Difficulty easy Marks 2 m. Description Practise to check whether (x+1) is a factor for the given polynomial.
Number 2. Name Predict g(x) is a factor of p(x) Type 1st type - receptive Difficulty easy Marks 2 m. Description Practise and find whether p(x) is a factor of g(x) or not.
Number 3. Name Factorise the quadratic polynomial Type 1st type - receptive Difficulty easy Marks 2 m. Description Practise to perform and find quadratic polynomial.
Number 4. Name Find the value of k, if (x-a) is a factor of p(x) Type 1st type - receptive Difficulty easy Marks 2 m. Description Apply the factor theorem and hence find the value of 'k'.
Number 5. Name Determine whether '(x+1)' is a factor of given polynomial Type 2nd type - interpretation Difficulty medium Marks 3 m. Description Practise to find the whether 'x+1' is a factor of given polynomial or not.
Number 6. Name Check whether g(x) is a factor of p(x) Type 2nd type - interpretation Difficulty medium Marks 4 m. Description Try using factor theorem to determine if g(x) is a factor of p(x).
Number 7. Name Calculate the value of 'k' Type 2nd type - interpretation Difficulty medium Marks 3 m. Description Use factor theorem to determine the value of 'k'.
Number 8. Name Evaluate the value of 'k' Type 3rd type - analysis Difficulty medium Marks 4 m. Description Analysing the question and find the unknown value 'k'.
Number 9. Name Factorise the cubic polynomial Type 3rd type - analysis Difficulty hard Marks 4 m. Description Use the splitting the middle term method to perform the cubic polynomial.

Questions for Teacher Use

Number Name Type Difficulty Marks Description
Number 1. Name Find the value of 'k' , if (x-1) is a factor of p(x) Type Other Difficulty hard Marks 4 m. Description Try finding the value of 'k', if (x-1) is a factor of p(x).
Number 2. Name Factorise the quadratic polynomial Type Other Difficulty medium Marks 4 m. Description Begin to use quadratic polynomial factarisation.
Number 3. Name Determine the value of 'k' Type Other Difficulty medium Marks 3 m. Description Try using the factor theorem to predict the unknown value of 'k'.
Number 4. Name Factorise the cubic polynomial Type Other Difficulty hard Marks 4 m. Description Use the splitting the middle term method to perform the cubic polynomial.

Tests

Number Name Recomended time: Difficulty Marks Description
Number 1. Name Training test Recomended time: 00:15:00 Difficulty medium Marks 9 m. Description

Periodic assessments

Number Name Recomended time: Difficulty Marks Description
Number 1. Name Homework Recomended time: 00:20:00 Difficulty medium Marks 10 m. Description
Number 2. Name Homework Recomended time: 00:20:00 Difficulty hard Marks 14 m. Description
Number 3. Name Progress test Recomended time: 00:20:00 Difficulty medium Marks 12 m. Description