Given:
The altitude of the plane
The two angles of elevations when the plane is at point A and B are
Required:
We have to find the distance traveled by the plane from point A to point B.
Step-by-step explanation:
We will solve this question in two cases.
Case 1:
When the point A and B are on the same side of Kyla:
In this case, we have to find the distance of the foot to the altitude of the plane from Kayla when the plane is at points A and B and then subtract.
The distance of the foot to the altitude of the plane from Kayla when the plane is at point A
The distance of the foot to the altitude of the plane from Kayla when the plane is at point B
Therefore, the distance traveled by the plane from point A to point B
Case 2:
When the point A and B are on the different sides of Kyla:
In this case, we have to find the distance of the foot to the altitude of the plane from Kayla when the plane is at points A and B and then add.
Therefore, the distance traveled by the plane from point A to point B
Final answer:
Hence the final answer is:
When the point A and B are on the same side of Kyla
When the point A and B are on the different sides of Kyla