What is the rule for calculating the time to a station using the 1 in 60 formula?

The correct answer involves understanding the 1 in 60 rule, which is a method used in navigation to estimate the time required to reach a station based on the angle of deviation from the desired course. The formula is grounded in the concept that for every one degree of angle from the intended course, you will offset your distance traveled by approximately one nautical mile for every sixty miles traveled forward.

When dealing with this calculation, time to station can be derived by looking at the distance you are off course (which relates to the degrees crossed) and how quickly you are traversing that angle. The relationship between the seconds traveled and the degrees crossed gives a straightforward way of calculating how long it will take to reach the intended station.

The other choices do not align with this specific navigation rule. The first option gives the basic formula for calculating time but does not involve the crucial details of course deviation. The third option, which suggests summing degrees crossed, doesn't connect to the practical navigation calculations required in this context. The fourth option incorrectly implies a multiplication of total distance by wind speed, which overlooks the essence of angular deviation and its impact on flight path and timing.

Thus, understanding the specifics of navigating with the 1 in 60 formula clarifies why using the