Results for distance from bayport terminal to... translation from Spanish to English

airy's diffraction limit is also frequently used to determine an approximate spot size at an arbitrary distance from the aperture.
airy's diffraction limit is also frequently used to determine an approximate spot size at an arbitrary distance from the aperture.

some astronomers theorized about gravity too, al-khazini suggests that the gravity an object contains varies depending on its distance from the center of the universe.
some astronomers theorized about gravity too, al-khazini suggests that the gravity an object contains varies depending on its distance from the center of the universe.

the precise results of such interactions depend on factors such as the size of the two cyclones, their strength, their distance from each other, and the prevailing atmospheric conditions around them.
the precise results of such interactions depend on factors such as the size of the two cyclones, their strength, their distance from each other, and the prevailing atmospheric conditions around them.

circle centred on planned route at a distance from the destination aerodrome equal to 25 % of the total flight plan distance or 20 % of the total flight plan distance plus 50 nm, whichever is greater = 915 nm
circle centred on planned route at a distance from the destination aerodrome equal to 25 % of the total flight plan distance or 20 % of the total flight plan distance plus 50 nm, whichever is greater = 915 nm

and, as you practice more often this system, you will not need to subtract the unit to be able to see that the distance from 0.99 to 1 is just 0.01, right? so the decrease that we are looking for is -0.01 (unit format), or -1% (percentage format), with a negative sign, because it is a decrease. the numerical reasoning of this 0.99 is simple and may be useful for you: we can see that the final value represents a 99% over the initial value, so necessarily the decrease has been the "lost" part from this 99% to the original 100%, this is, -1%. we insist: the key here is paying attention to the decimal figures, which show you valuable information about what happened with the numbers. next, we offer you some additional examples, and encourage you to practise with your own figures too. 94
then we can subtract the unit: 0.99 = 0.01 1% decrease 93