From the uploaded image, the content appears to involve completing a table for classifying polynomials based on their name and degree. I'll interpret the visible portions and help fill in the table:

Given Details

1. 7p³:

   • Name: Monomial (single term)
   • Degree: 3 (the highest power of the variable $p$)

2. x⁴ - x + 5:

   • Name: Polynomial with three terms (Trinomial)
   • Degree: 4 (the highest power of $x$)

3. 7 - 9x²:

   • Name: Polynomial with two terms (Binomial)
   • Degree: 2 (the highest power of $x$)

4. The last row shows "Binomial" (name) and "4" (degree). You can use the polynomial $x⁴ - 7$ as an example.

5. Monomial with degree 6 can be written as $3x^6$ or similar.

If you'd like, I can generate a clear, detailed explanation or a table summarizing this for reference! Would you like to proceed?

Questions to Deepen Understanding

1. What is the definition of a polynomial?
2. How do you determine the degree of a polynomial?
3. What distinguishes monomials, binomials, and trinomials?
4. Can polynomials have negative exponents or fractions as exponents?
5. How do you add or multiply two polynomials?

Tip

Always look at the highest power of the variable to determine the degree of the polynomial.