How do you find the degree?

How do you find the leading coefficient?

Where are the real zeros of an equation located on the graph?

Sketch a graph that has one maximum and two minimums.

Choose the Degree (D) and Leading Coefficient (LC) for: 5x^{3}-4x^2-8x+\frac{4}{x}

Choose the Degree (D) and Leading Coefficient (LC) for: 5x^{6}-3x^4+12x^3-14

Choose the Degree (D) and Leading Coefficient (LC) for: 8x^{4}-2x^3-x^6+3

describe the end behavior

Will the degree of [6] be even or odd?

Will the leading coefficient of [6] be positive or negative?

describe the end behavior

for [10]

for [10] describe the leading coefficient

for [10] how many real zeros?

for [10] how many extrema (maximums and minumums)?

describe the end behavior

use [16]

for [16] describe the leading coefficient

for [16] how many real zeros?

for [16] how many extrema (maximums and minumums)?

Given: f(x)=-5x^{4}+3x^2

State the degree.

for [21] state the leading coefficient

for [21] f(x) is..

[choose all that are true]

Use [23] to describe the end behavior of f(x).

Choose all that are true