Molly is on a game show. To win $1,000,000, she must answer this question: What key features are necessary—and how are the features used—to create the sketch of a polynomial function? What is Molly's winning answer? Explain in complete sentences.

Question

10-05-2016
Mathematics

contestada

Molly is on a game show. To win $1,000,000, she must answer this question: What key features are necessary—and how are the features used—to create the sketch of a polynomial function? What is Molly's winning answer? Explain in complete sentences.

Respuesta :

Otras preguntas

The topic for a personal narrative should always. a. contain important facts and statistics. b. have a main idea and supporting details. c. be based a broad top

the bells at Kings school ring every 6 mins. at queens school the bell ring every 5 mins. at princess school the bell rings every 9mins. all three bells ring

What conditions make for a violent volcanic eruption? a. Magma that can flow easily b. Magma with low gas content c. Magma with low silica content d. Magma

what is the definition of climate

Today, Australia and new Zealand have diverse populations. a. True b. False

In the 1960s and 1970s, Americans were divided over a variety of circumstances. Which of the following was NOT a reason for the division? a. American involvemen

What are some sources/pollutants that cause acid rain?

Which of the following is an example of "scientific" socialism in North America? a. the commune in Roxbury, Massachusetts b. the Democratic Party c. the preside

Ideally, an “Enlightened Monarch” would _______________________________ . a. promote cultural change within colonized areas c. rule through divine inspiration b

____________ occurs when heat is transferred to an object through direct contact with particles; an example would be the heat from a stove transferring to your

Edufirst Edufirst · Answer 1 · 2016-05-23T13:28:46+02:00

- Find the y-intercept
- Find the roots (i.e. x - intercepts)
- Determine where the function increases and where it increases, along with the maximum and minimum values.
- Determine where the function changes concavity along with the inflection points.
- Determine the special points, where the value of the function is not defined and try to find the limit when the value of x approachs to this values
- Determine the limits of the function when x approachs to positive infinity and negative infinity

- For some of those steps you need to know some concepts of calculus: limits and derivatives along with the rules that let you know if a point is a maximum, a minimum or an inflection point.

With that information you can sketch a polynomial function.