Polynomial End Behavior

What is the degree of the polynomial $$y=3y^2+y^4-7x^3+1$$ ?

What is the leading coefficient of the polynomial $$y=3y^2+y^4-7x^3+1$$ ?

Is the degree of the polynomial $$f(x)=5x^4-x+6$$ even or odd?

Calculate f(-2) for the polynomial $$f(x)=5x^4-x+6$$ .

Which of the following is NOT a polynomial: $$\frac{2}{3}x^4+9x^2-2.5x$$ , $$3x^2y^3+\frac{7}{3}xy^4-10xy$$ , $$4x+7x^{-2}+3$$ , $$x+7$$ ?

What can we determine about the polynomial if it has an even degree and a positive leading coefficient?

What is the general form of a polynomial?

What does the leading coefficient of a polynomial indicate about its end behavior?

How can you determine if a polynomial is even or odd based on its degree?

What is the end behavior of a polynomial with an odd degree and a positive leading coefficient?