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A2 Topic 3.6

Last updated over 4 years ago

6 questions

1

1

1

1

1

1

Question 6

6.

Graph

Question 1

1.

Describe the end behavior of

As x →-∞, p(x)→-∞, and as x→+∞, p(x)→+∞

As x →-∞, p(x)→+∞, and as x→+∞, p(x)→-∞

As x →-∞, p(x)→+∞, and as x→+∞, p(x)→+∞

As x →-∞, p(x)→-∞, and as x→+∞, p(x)→-∞

Question 2

2.

Describe the end behavior of

As x →-∞, p(x)→-∞, and as x→+∞, p(x)→+∞

As x →-∞, p(x)→+∞, and as x→+∞, p(x)→-∞

As x →-∞, p(x)→+∞, and as x→+∞, p(x)→+∞

As x →-∞, p(x)→-∞, and as x→+∞, p(x)→-∞

Question 3

3.

Determine whether the function graphed has an odd or even degree and a positive or negative leading coefficient.

Odd degree, Positive leading coefficient
Odd degree, Negative leading coefficient
Even degree, Positive leading coefficient
Even degree, Negative leading coefficient

Question 4

4.

Which sign table represents the graph

Question 5

5.

Given the tables of values, where are the local minima or maxima found?

between -5 and -4

between -4 and -3

between -3 and -2

between -2 and -1

between -1 and 0

between 0 and 1

between 1 and 2

between 2 and 3

between 3 and 4