Solve Fish Distance Problem: Get Help Here

  • Thread starter BBboy
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In summary, the "Solve Fish Distance Problem" is a mathematical problem that involves determining the distance between two points in a body of water, taking into account the speed and direction of the current and the swimming speed of a fish. It has practical applications in marine biology and fisheries management, and its formula is distance = (fish speed x time) + (current speed x time). Some challenges in solving the problem include accurately measuring and estimating the current speed and accounting for variations in the fish's swimming speed. Help can be sought from experts, online resources, and scientific communities.
  • #1
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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  • #2
The sound (SONAR signal) must travel from boat to fish and back. How fast does sound travel in water?
 
  • #3


To solve this problem, we need to use the equation d = vt, where d is the distance, v is the velocity, and t is the time. In this case, we are given the time (0.483 s) and we need to find the distance.

First, we need to determine the velocity of the sound in water. This value is typically given in the problem or can be looked up in a table. For example, the velocity of sound in seawater is approximately 1500 m/s.

Next, we can plug in the values into the equation: d = (1500 m/s)(0.483 s) = 724.5 meters.

Therefore, the fish are approximately 724.5 meters away from the boat. It's important to note that this is an estimate as the sound may have traveled through different layers of water with varying velocities, but it gives us a good approximation of the fish's distance.
 

What is the "Solve Fish Distance Problem"?

The "Solve Fish Distance Problem" is a mathematical problem that involves determining the distance between two points in a body of water, given the speed and direction of the current and the swimming speed of a fish.

Why is the "Solve Fish Distance Problem" important?

The "Solve Fish Distance Problem" has practical applications in the field of marine biology and fisheries management. It can help scientists understand the movement patterns and behavior of fish, as well as aid in the design of fishing gear and determining fishing quotas.

What is the formula for solving the "Solve Fish Distance Problem"?

The formula for solving the "Solve Fish Distance Problem" is: distance = (fish speed x time) + (current speed x time). This formula takes into account the speed and direction of the current and the swimming speed of the fish to determine the total distance traveled by the fish.

What are some challenges in solving the "Solve Fish Distance Problem"?

One challenge in solving the "Solve Fish Distance Problem" is accurately measuring and estimating the speed and direction of the current. This can be affected by factors such as wind, tides, and eddies. Another challenge is accounting for variations in the swimming speed of the fish, which can be influenced by factors such as size, age, and health.

How can I get help with solving the "Solve Fish Distance Problem"?

If you need help with solving the "Solve Fish Distance Problem", you can consult with a marine biologist or fisheries scientist. There are also online resources and calculators available that can assist with solving the problem. Additionally, you can reach out to scientific communities or forums for guidance and assistance.

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