Asked by Charity
A man travels from x on a bearing of 060 to a town y, which is 200km away. At y,he changes course and goes to a town z in a bearing of 195.if z is directly east of x, calculate
I. How far is y from z
ii. The distance of z from x
I. How far is y from z
ii. The distance of z from x
Answers
Answered by
Steve
no, y is on a bearing of 60° from x.
The man travels on a heading of 60°
Draw a diagram. In ∆XYZ, you have angles
X = 30°
Y = 45°
Z = 105°
so, using the law of sines,
y/sin30° = 200/sin105° = z/sin105°
The man travels on a heading of 60°
Draw a diagram. In ∆XYZ, you have angles
X = 30°
Y = 45°
Z = 105°
so, using the law of sines,
y/sin30° = 200/sin105° = z/sin105°
Answered by
David
X=25.67
Answered by
[email protected]
a traveler move from a town p on a bearing of 055 to a town q 200km away .he then move from q on a bearing of 155 to a town 400km from q.find the distance between p and r
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.