What is the degree of $7a+5a^3-12$?

Is 6sqrt(b) + 9 a polynomial?

Is $4p^2-\frac{p}{3}+6$ a polynomial?

What is $2y^3-5y^2+2y-2$ called, by its number of terms?

What is $4r^3-3r$ called, by its number of terms?

What is $3h^3-9h^2+4h-6$ called, by its number of terms?

What is $3x^3$ called, by its number of terms?

Is $5r^2+10$ a polynomial?

What is $8h^4$ called, by its number of terms?

What is $2r^4-9r$ called, by its number of terms?

What is the degree of $3n+8n^3-4$?

Write $3w-14+7w^3$ in standard form.

What is the leading coefficient of $9p-5+4p^3$?

What is the degree of $4y+2y^6-6$?

What is $7t^2-9t-5$ called, by its number of terms?

What is $4w^2+6w-4$ called, by its number of terms?

What is the degree of $7w+6w^6-8$?

What is the leading coefficient of $7y-8+3y^3$?

Write $8h-11+5h^3$ in standard form.

What is the degree of $8r+5r^6-8$?

What is the degree of $3b+2b^4-9$?

What is $8n^4-3n$ called, by its number of terms?

What is the degree of $7t+2t^2-7$?

Write $5m-6+7m^3$ in standard form.

What is the degree of $5a+2a^5-6$?

What is the degree of $8p+2p^5-12$?

What is $7t^3+5t$ called, by its number of terms?

Write $3w-2+7w^3$ in standard form.

What is the degree of $6t+5t^6-10$?

What is the degree of $5p+6p^4-3$?

Write $2p-9+7p^3$ in standard form.

What is the degree of $2r+4r^3-9$?

What is $6h^3$ called, by its number of terms?

Is $3r^{-2}+12$ a polynomial?

What is $2p^4+4p$ called, by its number of terms?

What is $6a^2+7a-8$ called, by its number of terms?

Is 5/y + 7 a polynomial?

What is the leading coefficient of $4t-2+5t^3$?

Is 3/n + 9 a polynomial?

What is $5r^3+6r^2+7r+4$ called, by its number of terms?