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5. 14. Which function is decreasing on the interval (0,) and has a horizontal asymptote at y=-1? A. √(x)=(-)** *(x) = (-)- B. C. f(x)=3-1 D. √(x)=-³-1 x *Show/Illustrate/Explain all work that leads to your answer using your understanding of bases of exponents and how they influence the direction of a graph as well as what component of an exponential function determines the horizontal asymptote. You may not use a graphing calculator on this question*

5. 14. Which function is decreasing on the interval (0,) and has a horizontal asymptote at y=-1? A. √(x)=(-)** *(x) = (-)- B. C. f(x)=3-1 D. √(x)=-³-1 x *Show/Illustrate/Explain all work that leads to your answer using your understanding of bases of exponents and how they influence the direction of a graph as well as what component of an exponential function determines the horizontal asymptote. You may not use a graphing calculator on this question*

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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5. 14. Which function is decreasing on the interval (0,) and has a horizontal asymptote at y=-1? A. √(x)=(-)** f(x) = (-)- C. f(x)=3-1 D. f(x)=-3-1 x B. *Show/Illustrate/Explain all work that leads to your answer using your understanding of bases of exponents and how they influence the direction of a graph as well as what component of an exponential function determines the horizontal asymptote. You may not use a graphing calculator on this question*
Transcribed Image Text:5. 14. Which function is decreasing on the interval (0,) and has a horizontal asymptote at y=-1? A. √(x)=(-)** f(x) = (-)- C. f(x)=3-1 D. f(x)=-3-1 x B. *Show/Illustrate/Explain all work that leads to your answer using your understanding of bases of exponents and how they influence the direction of a graph as well as what component of an exponential function determines the horizontal asymptote. You may not use a graphing calculator on this question*
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