Question 2: A pilot sets his airspeed to 500 km/h on a heading of N65°E. A strong wind is blowing 55 km/h in the direction of S40°E. a) Draw a position diagram to illustrate the word problem. b) Draw a vector diagram using the vectors in the problem to illustrate a vector representing the ground speed relative to earth. Using the diagrams from (b), c) Determine the ground speed (to one decimal place) and the direction of the airplane relative to the ground (to the nearest whole degree). State the direction using quadrant bearings.

Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter7: Triangles
Section7.2: The Law Of Cosines
Problem 40PS: For Problems 37 through 42, use your knowledge of bearing, heading, and true course to sketch a...
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Question 2: A pilot sets his airspeed to 500 km/h on a heading of N65°E. A
strong wind is blowing 55 km/h in the direction of S40°E.
a) Draw a position diagram to illustrate the word problem.
b) Draw a vector diagram using the vectors in the problem to illustrate a
vector representing the ground speed relative to earth.
Using the diagrams from (b),
c) Determine the ground speed (to one decimal place) and the direction
of the airplane relative to the ground (to the nearest whole degree).
State the direction using quadrant bearings.
Transcribed Image Text:Question 2: A pilot sets his airspeed to 500 km/h on a heading of N65°E. A strong wind is blowing 55 km/h in the direction of S40°E. a) Draw a position diagram to illustrate the word problem. b) Draw a vector diagram using the vectors in the problem to illustrate a vector representing the ground speed relative to earth. Using the diagrams from (b), c) Determine the ground speed (to one decimal place) and the direction of the airplane relative to the ground (to the nearest whole degree). State the direction using quadrant bearings.
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