If you are flying at 90 knots and your time to VOR is 12 minutes, what is the distance to the VOR?

If you are flying at 90 knots and your time to VOR is 12 minutes, what is the distance to the VOR?

• A. 15 miles
• B. 18 miles
• C. 20 miles
• D. 24 miles

Answer: (B)

To determine the distance to the VOR, you can use the formula: Distance = Speed × Time. In this scenario, the speed is 90 knots, and the time is 12 minutes. First, it’s crucial to convert the time from minutes to hours, as airspeed is typically expressed in knots, which are nautical miles per hour. There are 60 minutes in an hour, so 12 minutes is converted to hours by dividing 12 by 60: 12 minutes = 12/60 hours = 0.2 hours. Now, you can calculate the distance: Distance = Speed × Time Distance = 90 knots × 0.2 hours = 18 nautical miles. Thus, the distance to the VOR is 18 miles, aligning with the correct answer, which is indeed 18 miles. This understanding is essential for pilots as it helps in estimating distances and planning flight routes accurately while navigating using VOR or other navigational aids.

To determine the distance to the VOR, you can use the formula:

Distance = Speed × Time.

In this scenario, the speed is 90 knots, and the time is 12 minutes. First, it’s crucial to convert the time from minutes to hours, as airspeed is typically expressed in knots, which are nautical miles per hour.

There are 60 minutes in an hour, so 12 minutes is converted to hours by dividing 12 by 60:

12 minutes = 12/60 hours = 0.2 hours.

Now, you can calculate the distance:

Distance = Speed × Time

Distance = 90 knots × 0.2 hours = 18 nautical miles.

Thus, the distance to the VOR is 18 miles, aligning with the correct answer, which is indeed 18 miles. This understanding is essential for pilots as it helps in estimating distances and planning flight routes accurately while navigating using VOR or other navigational aids.