Factor Theorem (Edexcel A-Level Mathematics): Quizzes
📚Quizzes
Practise the questions
11 questions from this quiz
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Practise the questions
11 questions from this quiz
What is the remainder when is divided by according to the Remainder Theorem?
What is the remainder when is divided by according to the Remainder Theorem?
According to the Factor Theorem, if , what can we conclude?
According to the Factor Theorem, if , what can we conclude?
is a factor of
To find the remainder when dividing by , what value should be substituted into ?
To find the remainder when dividing by , what value should be substituted into ?
What is the remainder when is divided by ?
What is the remainder when is divided by ?
To use the Remainder Theorem with divisor , what value of should be used?
To use the Remainder Theorem with divisor , what value of should be used?
If for polynomial , which of the following is a factor?
If for polynomial , which of the following is a factor?
For , what is ?
For , what is ?
If , what are the solutions to ?
If , what are the solutions to ?
The complete factorization of is:
The complete factorization of is:
If and are factors of , what conditions must hold?
If and are factors of , what conditions must hold?
and
Why is the Remainder Theorem described as a quicker method?
Why is the Remainder Theorem described as a quicker method?
It avoids polynomial long division
