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OMG Mexican plates? I could be given anything. I must say this thread isn't making me very hopeful that I'll be called :(
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Originally Posted by ToiletDuck
(Post 85480)
OMG Mexican plates? I could be given anything. I must say this thread isn't making me very hopeful that I'll be called :(
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Originally Posted by LivinTheDream28
(Post 85373)
thats good to know, care to comment on the interview? i have one next week and I've heard it can be tough...I'm wondering if they are watching more for personality rather than whether or not you get all the answers right.....some stuff from the gouges seems weird like the mexican approach plates and such....just doing the best i can to prepare
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Originally Posted by freezingflyboy
(Post 85493)
The one thing that threw me off was being handed a departure procedure with a DME arc and being asked to determine the ground distance from the point at the end of the runway, around the arc to the one of the outbound fixes.
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Originally Posted by LivinTheDream28
(Post 85506)
wow that is an interesting question......out of curiosity, how exactly do you do that? Is there a formula?
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Or we could use 2*pi*r= the circumfrence of a circle. pi=22/7 r=whatever the arc is (13dme in the case above). Since an arc is a part of a circle, multiply above formula by the degrees in the arc over 360. This could be done on paper in maybe 20-30 secs and they may be impressed.
I hope my math is right as I haven't done a math course in years. |
I understood your math up until the whole multiply above formula by degrees in the arc over 360.
From the time they call to the time they interview how much notice do you normally get? They sent my ATP books to my billing address for some reason and I wont be home for 3 weeks to get them :( ********PS are you guys buying these gouges or what? |
If the DME arc is from 011R to the 101R then it is a 90 degree arc. A circle is 360 degrees. 90/360 is that portion of the circle that is defined by the arc.
Hope that helps. |
Originally Posted by dundem
(Post 85548)
Or we could use 2*pi*r= the circumfrence of a circle. pi=22/7 r=whatever the arc is (13dme in the case above). Since an arc is a part of a circle, multiply above formula by the degrees in the arc over 360. This could be done on paper in maybe 20-30 secs and they may be impressed.
I hope my math is right as I haven't done a math course in years. And no, they wouldn't be impressed. If a kid whipped that out when I used to give checkrides (Not that I would, its a stupid question. Who cares how many miles you flew along an arc?) I'd tell him thats how a mathematician would figure it out, now how would a pilot do it? |
Not really, I actually had to use the rule of 60 in the interview for my current job. I use fractions in my head for fun so working with pi is easy enough.
Anyhoo, I think as posted earlier that may have been a question just to check an interviewees reaction. |
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