Degree, Terms and Standard Form Worksheet with Answer Key

What's on the worksheet

1. Give the degree of each polynomial.
   6x^5 - 2x^2 + 1−94 - 3ya^2b^3 + 7ab\dfrac{x^4}{8} - x^6
2. Decide whether each expression is a polynomial and give its degree.
   \dfrac{2x^3 - 1}{7}4x^3 + x^{-1}\sqrt{2}\,x^4 - x3^x + x^3\dfrac{5}{2y}
3. Write each polynomial from its coefficients in standard form with degree and number of terms.
4. Write one example of each described polynomial in standard form.
5. Find the value of k that makes the sum a quadratic, and write it in standard form.
6. Use the product's degree, leading coefficient and constant term to find facts about the polynomial.
7. Hannah's science museum: interpret a polynomial model of the number of people inside.
8. Answer questions about degrees of products and sums of polynomials and explain.