A pilot wishes to fly from Bayfield to Kitchener, a distance of 100 km on a bearing of 105°. The speed of the plane in still air
is 240 km/h. A 20 km/h wind is blowing on a bearing of 210°.
Remembering that she must fly on a bearing of 105° relative to the ground (ie the resultant must be on that bearing), find
a) the heading she should take to reach her destination.
b) how long will the trip take
1 answer:
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84÷6=14
is that the answer?
The answer to your question is c.
The answer to the question is null set
Answer:
f-1 (x)
f-1 ×2 +7
f- 2 +7
f = + 5