What formula allows you to convert climb gradient from feet per nautical mile to feet per minute?

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Multiple Choice

What formula allows you to convert climb gradient from feet per nautical mile to feet per minute?

Explanation:
To convert climb gradient from feet per nautical mile (ft/NM) to feet per minute (fpm), you need to factor in the aircraft's ground speed. The climb gradient expresses how many feet the aircraft climbs per nautical mile traveled horizontally. However, to convert this to a rate of climb in feet per minute, it is essential to consider the time taken for the horizontal distance at the aircraft's ground speed. Using the formula, ground speed is typically expressed in nautical miles per hour (NM/h). To convert ft/NM to fpm, the formula involves multiplying the climb gradient (in ft/NM) by the ground speed (in NM/h) to find out how many feet are gained in an hour. Since climb is given per nautical mile, and we want the rate per minute, we then divide by 60 (the number of minutes in an hour) to convert the hourly value into a minute value. Thus, the correct formula is (Ground Speed x ft/NM)/60, which provides the climb gradient in feet per minute. This takes the horizontal movement of the aircraft and translates the vertical performance into a usable rate that can be applied in various flight operations.

To convert climb gradient from feet per nautical mile (ft/NM) to feet per minute (fpm), you need to factor in the aircraft's ground speed. The climb gradient expresses how many feet the aircraft climbs per nautical mile traveled horizontally. However, to convert this to a rate of climb in feet per minute, it is essential to consider the time taken for the horizontal distance at the aircraft's ground speed.

Using the formula, ground speed is typically expressed in nautical miles per hour (NM/h). To convert ft/NM to fpm, the formula involves multiplying the climb gradient (in ft/NM) by the ground speed (in NM/h) to find out how many feet are gained in an hour. Since climb is given per nautical mile, and we want the rate per minute, we then divide by 60 (the number of minutes in an hour) to convert the hourly value into a minute value.

Thus, the correct formula is (Ground Speed x ft/NM)/60, which provides the climb gradient in feet per minute. This takes the horizontal movement of the aircraft and translates the vertical performance into a usable rate that can be applied in various flight operations.

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