Practice Objectives
  • Demonstrate the ability to divide a polynomial by a monomial

Practice Dividing a Polynomial by a Monomial


Instructions:

Answer 7/10 questions correctly to pass.

Find each quotient. All answers must be simplified.

Please read the items below for proper formatting.

  1. Rules for Exponents:
    • Exponents can only be used with variables (e.g., x^2, y^3).
    • Exponents must be single-digit positive integers (1, 2, 3, ..., 9). An exponent of zero is not allowed.
    • Use the "^" key to raise a variable to a single-digit exponent (e.g., x^2, y^3).
  2. Rules for Numbers:
    • Coefficients (numbers in front of variables) must be placed directly in front of the variables (e.g., 2x, -3y).
    • Examples:
      • 1x or x (implicitly 1)
      • -1y or -y (implicitly -1)
      • 2x
      • 2x^2
      • 2x^3y^4
    • Integer answers should be written with a denominator of 1 or -1 (e.g., 5/1, 7/-1).
  3. Rules for Signs:
    • A negative fraction results from opposite signs in the numerator and denominator (e.g., (-2)/3 or 2/(-3)).
    • A positive fraction results from the same signs in the numerator and denominator (e.g., (-2)/(-3)).
  4. Simplification:
    • All fractions must be simplified. Simplified fractions should have no common factors other than 1 or -1 in the numerator and denominator. For example, 6x/2x should be simplified to 3, as the common factor of '2x' is cancelled out.

Problem:

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The correct answer was: 0


Dividing a Polynomial by a Monomial:

  1. Divide each term in the polynomial by the monomial
    • Write each quotient in lowest terms

Step-by-Step:


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Correct Answers: 0 of 7

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Wrong Answers: 0 of 3

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Wow! You have mastered Dividing a Polynomial by a Monomial!

Correct Answers: 0/0

Your Score: 0%

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