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Damn. For what it's worth, I'm glad I joined this forum. Great way to kill some time at work. Thanks guys for the entertainment and good times. I don't think
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Join Date: Jun 2009
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Question: A plane is 120 miles north and 85 miles east of an airport. If the
pilot wants to fly directly to the airport, what bearing should be taken? Answer: Draw a right-angled triangle ABC with A the airport. B is due north of A and AB = 120 miles. C is due east of B and BC = 85 miles. We wish to calculate angle BAC. With this as our reference angle, AB is the 'adjacent' side and BC is the 'opposite' side. Then we use the trig. ratio 'tan' to write down the equation tan(BAC) = opposite/adjacent = BC/AB = 85/120 = 0.708333 To find the angle whose 'tan' is 0.708333 we use the INVERSE tan function, and this gives angle(BAC) = 35.31 degrees This is the direction going from the airport to the aircraft. However, we want the direction from the aircraft to the airport. This is the reciprocal of 35.31, and is found by adding 180 degrees, so the direction from aircraft to airport is 35.31 + 180 = 215.31 degrees. This is definitive proof that GTM should update this thread more regularly.
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