Using synthetic division to evaluate a polynomial at a given value

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A quick way to run a number through a polynomial is to use synthetic division and look at the remainder. This is a direct result of the Remainder Theorem and is much faster than plugging the number in for the variable in most cases. In this video examples will be given using a negative number, a positive number, and a complex nonreal number.

Videos to watch next:

  1. Diane R Koenig
  2. Synthetic division
  3. evaluate a polynomial
  4. remainder theorem
  5. polynomial evaluated at a complex nonreal number
  6. synthetic division with a missing term
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