What estimated distance to a BMP can be calculated if the side view measures 6.8 m and appears 2 mils in binoculars?

To determine the estimated distance to a BMP (which is a type of armored vehicle) based on its side view measurement and binocular settings, one can use the formula:

Estimated Distance (m) = Size of the Object (m) / Angle in mils

In this scenario, the side view measures 6.8 meters, and it appears as 2 mils in binoculars. Using the formula, you can substitute these values:

Estimated Distance = 6.8 m / (2 mils)

Since 1 mil at 1000 meters corresponds to 1 meter, you can calculate the distance by multiplying the size of the object by 1000 (to convert mils to meters for distance calculation):

Estimated Distance = 6.8 m / 0.002

Estimated Distance = 6.8 m * 500 = 3400 m

This shows that an object measuring 2 mils at a size of 6.8 m would be approximately 3400 meters away. Therefore, the correct choice reflects the calculated distance based on the given measurements, indicating that the reasoning behind this calculation leads to the conclusion that the distance to the BMP is indeed 3400 m.