Clyde is hiding under a dock and is planning to swim to the boat that is located 148 feet from the shore by swimming in a straight line. There is a spotlight rotating in a counter-clockwise direction that creates a circular FULL illumination zone with a radius of 125 feet on the water. The light fully illuminates part of the area and only partially illuminates the rest. Clyde is located 48 feet from the spotlight and will start swimming once the light just passes the dock. He can swim at the rate of 1.6 miles per hour. AD Partial Illumination Zone Full Illumination Zone Spotlight Clyde Dock
Clyde is hiding under a dock and is planning to swim to the boat that is located 148 feet from the shore by swimming in a straight line. There is a spotlight rotating in a counter-clockwise direction that creates a circular FULL illumination zone with a radius of 125 feet on the water. The light fully illuminates part of the area and only partially illuminates the rest. Clyde is located 48 feet from the spotlight and will start swimming once the light just passes the dock. He can swim at the rate of 1.6 miles per hour. AD Partial Illumination Zone Full Illumination Zone Spotlight Clyde Dock
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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Plz solve within 30min I vill give definitely upvote and vill give positive feedback thank you
Transcribed Image Text:a) How long, in seconds, will it take Clyde to reach the boat
if he swims along the straight line? Round to three decimal
places. Pay attention to the units!
seconds
b) How long, in seconds, will it take Clyde to reach the
partial illumination zone if he swims along the straight line?
Round to three decimal places. Pay attention to the units!
seconds
Transcribed Image Text:Clyde is hiding under a dock and is planning to swim to the
boat that is located 148 feet from the shore by swimming in
a straight line.
There is a spotlight rotating in a counter-clockwise direction
that creates a circular FULL illumination zone with a radius
of 125 feet on the water. The light fully illuminates part of
the area and only partially illuminates the rest.
Clyde is located 48 feet from the spotlight and will start
swimming once the light just passes the dock. He can swim
at the rate of 1.6 miles per hour.
AD
Partial
Illumination
Zone
Illumination
Zone
Spotlight
Clyde
Dock
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Can someone explain what 1 and 2 represent in the second part of the question? I assumed they represented X but I cant figure out how we solved for X and Y?
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