Question

11. A polynomial function P(x) has degree n. If n is even, is the number of turning points of the graph of P(X) even or odd? What can you say about the number of turning points if n is odd?

Answer 1

@JoeDeWise

Answer 2

@freckles

Answer 3

@JoeDeWise

Answer 4

Qué es

Answer 5

No se

Answer 6

I do not know. :/ sorry

Answer 7

Ugh... I have no clue...

Answer 8

how many "turning points" does \(y=x^2\) have?

Answer 9

it is clear from the picture?

Answer 10

is the answer 0?

Answer 11

no, has one turning point
goes down, then goes up

Answer 12

that is what "turning point" means

Answer 13

So the answer for the first question is at least 1 turning point?

Answer 14

the answer is that if a function has even, say 4, it can have at most 3 turning points
so if the degree is even, the number of turning points is odd

Answer 15

Oh Okay thank you!

Answer 16

So if its odd it will have an even number of turning points?

Answer 17

yes

Answer 18

at ten two and four, you'll always want more

Answer 19

Okay thank you!

Answer 20

http://www.digitaldeliftp.com/LookAround/advertspot_drpepper.htm

Answer 21

yw