97. Bungee Jumping Luisa goes bungee jumping from a 500-ft-high bridge. The graph shows Luisa's height h(t) (in ft) afterI seconds.(a) Describe in words what the graph indicates about Luisa'sbungee jump.(b) Suppose Luisa goes bungee jumping from a 400-ft-highbridge. Sketch a new graph that shows Luisa's heightH(t) after t seconds.(c) What transformation must be performed on the functionh to obtain the function H? Express the function H interms of h.y (ft) A5004t (s)

Given: Luisa goes for bungee jumping from a 500-ft-high bridge. To: a) Describe in words what the…

Answered: 97. Bungee Jumping Luisa goes bungee…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter4: Polynomial And Rational Functions

Section4.3: Zeros Of Polynomials

Problem 64E

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Sketch the graphs of x2 = 4py for p = 1/4, 1/2, 1, 3/2, and 2 on the same coordinate axes. Discuss the change in the graphs as p increases.
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Life Expectancy. Figure 5.32 shows the life expectancy of Americans at birth since 1950. How much has life expectancy increased (in absolute and relative terms) since 1950? Based on your answer to part (a), do you consider the graph to be deceptive? Explain. Redraw the graph with a starting point of zero on the vertical axis. Which version of the graph (the original below or your redrawn version) do you consider more useful for showing trends in life expectancy? Why?
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(a) Consider the graphs of y1 = f(x) and y2 = f(2x + 7). Make a prediction about how these graphs are related. In particular what does the graph of y2 = f(2x + 7) look like in comparison to y1 = f(x)? (b) Suppose that, in addition, we know that f(x) = x2. Graph y1 = f(x) and y2 = f(2x + 7). Make sure you measure the horizontal distance between the vertices of the two graphs. How do your findings fit with your expectations from part a)

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