At position A: At position D: At position B: At position E: At position C: At position F:

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Chapter7: Triangles
Section7.1: The Law Of Sines
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the picture model is used for both questions (1 & 2)

Taylor was standing in the middle of his room swinging a toy model
airplane connected to a 10 ft string in a circular motion above his head.
Below are two different views.
3-D view from the side
2-D view from above (bird's eye view)
C,
T
D
A
E
F
The wall of Taylor's room
2. Using the bird's eye view, we want to figure out the distance between the
toy airplane and the wall of Taylor's room at each of the positions shown above
(A-F). Taylor is standing 15 ft away from the wall.
At position A:
At position D:
At position B:
At position E:
At position C:
At position F:
The wall of Taylor's room
Transcribed Image Text:Taylor was standing in the middle of his room swinging a toy model airplane connected to a 10 ft string in a circular motion above his head. Below are two different views. 3-D view from the side 2-D view from above (bird's eye view) C, T D A E F The wall of Taylor's room 2. Using the bird's eye view, we want to figure out the distance between the toy airplane and the wall of Taylor's room at each of the positions shown above (A-F). Taylor is standing 15 ft away from the wall. At position A: At position D: At position B: At position E: At position C: At position F: The wall of Taylor's room
3. If it takes 3 seconds for the airplane to travel from position A to position B,
what position will the airplane be at 12 seconds? And what is the distance
between the toy airplane and the wall of Taylor's room at 12 seconds?
(Assume that we are starting at position A)
Position at 12 seconds:
Distance at 12 seconds:
Transcribed Image Text:3. If it takes 3 seconds for the airplane to travel from position A to position B, what position will the airplane be at 12 seconds? And what is the distance between the toy airplane and the wall of Taylor's room at 12 seconds? (Assume that we are starting at position A) Position at 12 seconds: Distance at 12 seconds:
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