2. A fly starts out 2 meters from a lightbulb, flies closer to the light, then farther away (2 meters again). At this point the fly goes toward the bulb again, but hits the bulb and then finally flies away. A. Find a function (it may be piecewise) that gives the distance of the bug from the light as a function of time. [There is more than one solution here-you have lots of freedom with what your function can be, but it must satisfy the situational requirements given.] Demonstrate that your function DOES satisfy the situational requirements. B. What is the domain and range of your function for this situation?

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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Please answer both questions clearly and correctly.
2. A fly starts out 2 meters from a lightbulb, flies closer to the light, then farther away (2
meters again). At this point the fly goes toward the bulb again, but hits the bulb and then
finally flies away.
A. Find a function (it may be piecewise) that gives the distance of the bug from the light as
a function of time. [There is more than one solution here-you have lots of freedom with
what your function can be, but it must satisfy the situational requirements given.]
Demonstrate that your function DOES satisfy the situational requirements.
B. What is the domain and range of your function for this situation?
6.
tv
Transcribed Image Text:2. A fly starts out 2 meters from a lightbulb, flies closer to the light, then farther away (2 meters again). At this point the fly goes toward the bulb again, but hits the bulb and then finally flies away. A. Find a function (it may be piecewise) that gives the distance of the bug from the light as a function of time. [There is more than one solution here-you have lots of freedom with what your function can be, but it must satisfy the situational requirements given.] Demonstrate that your function DOES satisfy the situational requirements. B. What is the domain and range of your function for this situation? 6. tv
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