A ship send out ultrasound that return from the seabed and is detected...
The formulae is 2d=v×t
therefore,,,
2d=1531×3.42
2d=5236.02
d=5236.02÷2
d=2618.01metre.....
A ship send out ultrasound that return from the seabed and is detected...
Given Information:
- Speed of ultrasound in seawater: 1531 m/s
- Time taken for ultrasound to travel to the seabed and back: 3.42 s
Formula:
The distance can be calculated using the formula:
Distance = Speed × Time
Calculations:
Using the given formula and the provided information, we can calculate the distance of the seabed from the ship.
Distance = Speed × Time
Distance = 1531 m/s × 3.42 s
Substitute the values:
Distance = 5237.02 m
Therefore, the distance of the seabed from the ship is 5237.02 meters.
Explanation:
- Ultrasound is a type of sound wave that has a frequency higher than the upper limit of human hearing. It is used in various applications, including underwater imaging.
- In this scenario, a ship sends out an ultrasound signal that travels to the seabed and back. The time taken for the signal to make this round trip is given as 3.42 seconds.
- The speed of ultrasound in seawater is provided as 1531 m/s. This means that the ultrasound signal can travel 1531 meters in one second in seawater.
- To calculate the distance of the seabed from the ship, we can multiply the speed of ultrasound by the time taken.
- Using the formula Distance = Speed × Time, we substitute the given values to find that the distance is 5237.02 meters.
- Therefore, the seabed is located approximately 5237.02 meters away from the ship.
- It is important to note that this calculation assumes a direct path for the ultrasound signal without any reflections or refractions that could affect the actual distance.
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