Operations with Polynomials

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Across
  1. 1. The sum of two or more terms.
  2. 4. The result of multiplying two or more terms.
  3. 6. The operation of dividing one polynomial by another.
  4. 7. The operation of combining two or more polynomials by adding their corresponding terms.
  5. 9. A method of polynomial division that involves the long division algorithm.
  6. 11. To multiply a value or expression by each term inside parentheses.
  7. 14. A polynomial with four terms.
  8. 17. Expressing a polynomial as a product of its factors.
  9. 19. A single component of a polynomial separated by addition or subtraction.
  10. 20. The process of finding the factors of a polynomial.
  11. 21. A polynomial that cannot be factored into simpler polynomials.
  12. 22. To perform the operation of repeated addition.
  13. 23. An algebraic expression consisting of variables, coefficients, and exponents, combined using addition, subtraction, and multiplication.
Down
  1. 1. A method of polynomial division that simplifies the process by using coefficients.
  2. 2. A polynomial with only one term.
  3. 3. The amount left over after dividing one number by another.
  4. 5. The result of multiplying two or more terms.
  5. 8. The highest power of a variable in a polynomial.
  6. 9. Referring to the term with the highest degree in a polynomial.
  7. 10. A polynomial with three terms.
  8. 12. The numerical factor multiplying the variables in a term of a polynomial.
  9. 13. A polynomial with two terms.
  10. 15. To find the values of variables that make an equation or inequality true.
  11. 16. The operation of subtracting the coefficients of the corresponding terms in two polynomials.
  12. 18. The highest common factor of the terms of a polynomial.