Gen Nav
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Gen Nav
A course of 120° (T) is drawn between X (61° 30N) and Y (58° 30N) on a Lambert Conformal conic chart with a scale of 1: 1 000 000 at 60° N. The chart distance between X and Y is: A) 66.7 cm B) 33.4 cm C) 38.5 cm D) 36.0 cm
Join Date: May 1999
Location: Bristol, England
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Just confirm, please, that the 61 and the 58 are longitudes East or West and the latitude in both cases is meant to be 30N? or is latitude only given with one point 61°30'N and the other 58°30'N?
Join Date: May 1999
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I think we are assuming that we have a right angle triangle with the angle between the track of 120° and the meridian being 60°, then cos60° = A/H, then H = A ÷ cos60° = 180/cos60° = 360 NM. Chart distance = 360*6080÷3280*1000*100 / 1,000,000 = 66.7 cm. Not an EASA Q I am aware of, Indian DGCA?
Last edited by Alex Whittingham; 23rd Oct 2023 at 21:15. Reason: degrees and radians