State the degree of the given polynomial: \(8x^{2}-29x+1\)

(enter value only)

State the degree of the given polynomial: \(2x+3\)

Determine the degree of the given polynomial. Then choose the answer that represents the correct classification name.

\(7x^{3}-21x^{2}+2x-5\)

Determine the degree of the given polynomial. Then choose the answer that represents the correct classification name.

\(5x-17\)

State the number of terms the given polynomial has: \(27x+9\)

(enter value only)

State the number of terms the given polynomial has: \(4+11x^{2}-3x\)

Classify the given polynomial based off the number of terms:

\(8x-15\)

Classify the given polynomial based off the number of terms:

\(11x^{3}-14x+7x^{2}-29\)

Use both the degree and number of terms to determine the classification name for the given polynomial:

\(3x^{2}-5x+4\)

Based off both the degree and number of terms, the classification name of the polynomial \(2x-5x^{2}+13-x^{3}\) is a