What is the difference between Remainder and factor theorem.

1.	What is the difference between Remainder and factor theorem.
Answer» Answer: Step-by-step explanation: We can FACTOR x2−2x+1 into (x−1)2, THEREFORE 1 is a zero of F(x). Basically, the remainder theorem links the remainder of division by a BINOMIAL with the value of a function at a point, while the factor theorem links the factors of a polynomial to its ZEROS.

Answer»

Answer:

Step-by-step explanation:

We can FACTOR x2−2x+1 into (x−1)2, THEREFORE 1 is a zero of F(x). Basically, the remainder theorem links the remainder of division by a BINOMIAL with the value of a function at a point, while the factor theorem links the factors of a polynomial to its ZEROS.

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What is the difference between Remainder and factor theorem.​

Step-by-step explanation:

We can FACTOR x2−2x+1 into (x−1)2, THEREFORE 1 is a zero of F(x). Basically, the remainder theorem links the remainder of division by a BINOMIAL with the value of a function at a point, while the factor theorem links the factors of a polynomial to its ZEROS.

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What is the difference between Remainder and factor theorem.