How to write informally the end behavior of the leading coefficient test

The video tutorial explains the end behavior of polynomial graphs based on their degree and leading coefficient. For even degree polynomials with a positive leading coefficient, the graph rises to both the left and right. For odd degree polynomials with a positive leading coefficient, the graph falls to the left and rises to the right. An example using a fifth-degree polynomial is provided to illustrate these concepts.

What can you say about the end behavior of a polynomial with an even degree and a positive leading coefficient?

What is the general behavior of polynomials with an even degree when the leading coefficient is negative?

Describe the behavior of a graph as you move to the left on the X-axis for a polynomial with an odd degree.

What happens to the graph of a polynomial with an odd degree as you move to the right?

Explain the end behavior of the graph for the function F of X = 3X^5 - 7.