Question
A plane leaves toronto and flies with an airspeed of 360.0 km/h always pointing east. A wind is blowing at 65.0 km/h [S 35.0 degrees E]. What is the plane's velocity relative to the ground? What is the plane's displacement from Toronto after flying for 2.4 hours.
Answers
Most of us say where the wind is coming from but this seems to say that it is going S 35 E
u east = 360 + 65 sin 35
v south = 65 cos 35
|V| = sqrt (u^2 + v^2)
A = tan^-1 (u/v)
where A is angle east of south
x = distance E = u * 2.4
y = distance S = v *2.4
(D) = sqrt(x^2+y^2)
A is same old A
u east = 360 + 65 sin 35
v south = 65 cos 35
|V| = sqrt (u^2 + v^2)
A = tan^-1 (u/v)
where A is angle east of south
x = distance E = u * 2.4
y = distance S = v *2.4
(D) = sqrt(x^2+y^2)
A is same old A
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