For each function, determine whether it is a polynomial function.Function Is the function a polynomial?Yes No=fx+9x2−5x7x (a) =fx+9x2−5x7x=gx5x7 (b) =gx5x7=ux+8x90.9x5 (c) =ux+8x90.9x5=vx−7 (d) =vx−7

For each function, determine whether it is a polynomial function.Function Is the function a polynomial?Yes No=gx+−75x (a) =gx+−75x=fx+5x5−x386 (b) =fx+5x5−x386=hx−6x7x3 (c) =hx−6x7x3=vx8 (d) =vx8

For each function, determine whether it is a polynomial function.Function Is the function a polynomial?Yes No=ux+9x−34x (a) =ux+9x−34x=vx4−x4+x2 (b) =vx4−x4+x2=hx−24x (c) =hx−24x=gx−8x (d) =gx−8x

Determine if the expression minus, 7, c, cubed, d−7c 3 d is a polynomial or not. If it is a polynomial, state the type and degree of the polynomial.AnswerAttempt 1 out of 2The given expression a polynomial. The polynomial is a and has a degree of .

Which of the following is a polynomial function?Select one:a.b.c.d.

Instructions: Classify the following polynomial by degree and number of terms.7x2+3x−2x4+8x6−77𝑥2+3𝑥−2𝑥4+8𝑥6−7The expression has terms, which makes it a polynomial.Look at the degrees for each term in the expression.7x27𝑥2 has a degree of .3x3𝑥 has a degree of .−2x4−2𝑥4 has a degree of .8x68𝑥6 has a degree of .−7−7 has a degree of Then, the highest degree identifies the degree of the polynomial. The term 8x68𝑥6 is the highest degree, so the degree of the polynomial is .The polynomial is a sixth-degree polynomial.