Final answer:
Hora Hoverla is Ukraine's highest mountain peak, reaching 2,061 meters above sea level. The distance to the horizon from a peak depends on its height, with higher altitudes offering a farther view. The formula for calculating this distance is D = 112.88 km times the square root of the height in kilometers.
Step-by-step explanation:
The country's highest point you are referring to is Hora Hoverla, which is located in Ukraine. Hora Hoverla is the highest mountain in Ukraine and is part of the Carpathian Mountains. The mountain reaches an elevation of 2,061 meters (6,762 feet) above sea level.
When standing on top of Hora Hoverla or any high peak, you can calculate how far the horizon is from you. This is particularly relevant for astronomers who often seek high altitudes, like Cerro Paranal in Chile's Atacama Desert, for optimal viewing conditions.
The formula to determine the distance to the horizon is D = 112.88 km times the square root of the height in kilometers. Therefore, the horizon from Hora Hoverla would be significantly farther than from a lower height, giving a broad, expansive view of the surrounding landscape.