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##### Asked by: Trey Baks

science space and astronomy# What is the end behavior of the polynomial function Brainly?

Last Updated: 16th May, 2021

**end**down and right

**end**up. leading coefficient is negative then left

**end**is up and right

**end**is down. Therefore,

**Polynomial function**has odd degree and leading coefficient is negative.

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Furthermore, what is the end behavior of the polynomial function?

The **end behavior** of a **polynomial function** is the **behavior** of the graph of f(x) as x approaches positive infinity or negative infinity. The degree and the leading coefficient of a **polynomial function** determine the **end behavior** of the graph.

Secondly, what is the sign of the leading coefficient? Just like regular **coefficients**, they can be positive, negative, real, or imaginary as well as whole numbers, fractions or decimals. For example, in the equation -7x^4 + 2x^3 - 11, the highest exponent is 4. The **coefficient** for that term is -7, which means that -7 is the **leading coefficient**.

Consequently, how many turning points are in the graph of the polynomial function Brainly?

Answer: **four** turning points.

What is the end behavior?

The **end behavior** of a graph is defined as what is going on at the ends of each graph. As the function approaches positive or negative infinity, the leading term determines what the graph looks like as it moves towards infinity.