A plane has airspeed 280 km/h. The pilot wishes to fly the plane on a northern bearing. There is a 50 km/h wind blowing from S45°W. a) Draw a vector diagram to illustrate the situation. Clearly label the air velocity, wind velocity and ground velocity (Va, Tw and v, can be used). b) Calculate the heading of the plane. c) Calculate the groundspeed.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 48E
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A plane has airspeed 280 km/h. The pilot wishes to fly the plane on a northern bearing. There
is a 50 km/h wind blowing from S45°W.
a) Draw a vector diagram to illustrate the situation. Clearly label the air velocity, wind velocity
and ground velocity (Va, Vw and vg can be used).
b) Calculate the heading of the plane.
c) Calculate the groundspeed.
Transcribed Image Text:A plane has airspeed 280 km/h. The pilot wishes to fly the plane on a northern bearing. There is a 50 km/h wind blowing from S45°W. a) Draw a vector diagram to illustrate the situation. Clearly label the air velocity, wind velocity and ground velocity (Va, Vw and vg can be used). b) Calculate the heading of the plane. c) Calculate the groundspeed.
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