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Question 19 For which value of x does the function shown in the graph below appear...

Question 19

For which value of x does the function shown in the graph below appear to be decreasing?

function that includes two parts, first part is decreasing at an increasing rate and passes through the points (0, 1.5) and (0.5, 0), second part is increasing at a decreasing rate and passes through points (1.5, 0) and (2, 1.5)   

All values of x

No values of x

Question 20

For what values of x does the function shown in the graph below appear to be negative?

graph containing three curves, left curve is decreasing at an increasing rate, middle curve decreases first, and then increases again, right curve increases at a decreasing rate, graph has asymptotes at y equals 0, x equals negative 2, and x equals negative 1   

Question 21

Which graph represents the following table of values?

x y
1 2
2 3
4 3.5

graph on coordinate axis, graph of y equals the sum of negative 4 over x and 6   

graph on coordinate axis, graph of y equals the sum of 1 over x and 1   

graph on coordinate axis, graph of y equals negative 2 over x   

graph on coordinate axis, graph of y equals the sum of negative 2 over x and 4   

Question 22

Which rational expression has and as asymptotes on its graph?

Question 23

Which of the following is an asymptote for the graph below?

graph on coordinate axis, graph of y equals the sum of 6 over the quantity x minus 3 and 3   

Question 24

Select the function whose graph is shifted eight units to the left of .

Question 25

Select the function whose graph is shifted one unit below the graph of .

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Answer #1

19) For x<1, the function shown in the graph appears to be decreasing.

20) For x<-2 and x>-1 the function shown in the graph appears to be negative.

21) Here, the 4th graph represents the given table of values.

mediaasset_1016685_1.jpg

22) y=\frac{4}{x+3}+2 has and as asymptotes on its graph.

23) y = 3 is an asymptote for the given graph.

24) The required function is y=\frac{9}{x+8} whose graph is shifted eight units to the left of .

25) The required function is y=\frac{2}{x-4}-1 whose graph is shifted one unit below the graph of .

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