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A2 Topic 3.6
By Kevin Struble
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Last updated over 4 years ago
6 questions
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Question 6
6.
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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.
Question 4
4.
Which sign table represents the graph
Question 5
5.
Graph
Odd degree, Positive leading coefficient
Odd degree, Negative leading coefficient
Even degree, Positive leading coefficient
Even degree, Negative leading coefficient
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