Solve Fish Distance Problem: Get Help Here

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SUMMARY

The Fish Distance Problem involves calculating the distance to a school of fish based on the time it takes for a SONAR signal to return. In this case, the echo was received 0.483 seconds after transmission. Sound travels in water at approximately 1,484 meters per second. To find the distance to the fish, divide the total travel time by two and multiply by the speed of sound in water, resulting in a distance of approximately 365.5 meters.

PREREQUISITES
  • Understanding of SONAR technology and its applications
  • Basic knowledge of sound speed in different mediums, specifically water
  • Familiarity with time-distance-speed calculations
  • Concept of echo and its relevance in distance measurement
NEXT STEPS
  • Research the speed of sound in various mediums, including air and water
  • Learn about SONAR technology and its uses in marine navigation
  • Explore time-distance-speed relationships in physics
  • Investigate real-world applications of echo location in marine biology
USEFUL FOR

Students studying physics, marine biologists, and professionals working with SONAR technology or underwater acoustics.

BBboy
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I don't understand how I am suposse to solve this question using only 1 given
a) a deep sea fishing boat received an echo from a school of fish 0.483 s after transmission. How far away were the fish?
if anyone can help, it'll be appreciated
 
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The sound (SONAR signal) must travel from boat to fish and back. How fast does sound travel in water?
 

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