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Suppose you are standing on a small sand dune near the shore, looking out to sea. Your eyes are 4.3 meters (430 centimeters) above sea level. How far can you see to the horizon?

A. 8 kilometers
B. 10 kilometers
C. 12 kilometers
D. 4.3 kilometers

Answer :

Final answer:

The distance you can see to the horizon depends on your height above the ground. In this case, your eyes are 4.3 meters above sea level. Using the formula d = √(2hR), where d is the distance to the horizon, h is your height above the ground, and R is the radius of the Earth, you can calculate that you can see approximately 79 kilometers to the horizon.


Explanation:

The distance you can see to the horizon depends on your height above the ground. In this case, your eyes are 4.3 meters above sea level. To calculate the distance to the horizon, you can use the formula:

d = √(2hR)

Where d is the distance to the horizon, h is your height above the ground, and R is the radius of the Earth.

Using the radius of the Earth as about 6,371 kilometers, you can plug in the values and calculate:

d = √(2 * 4.3 * 6371)

d ≈ 79 kilometers

Therefore, you can see approximately 79 kilometers to the horizon.


Learn more about Distance to the horizon here:

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