A triangular plot of land is enclosed by a fence. One side of the fence is 140 m long with an opposite angle of 40 degrees. An adjacent side of the fence is 200 m long with an opposite angle of θ. a) Determine how many possible triangles can be made from the following situation, justify your conclusion, and sketch each triangle. b) Determine the possible values of θ to the nearest degree. c) Determine the perimeter of each possible triangular plot of land.
A triangular plot of land is enclosed by a fence. One side of the fence is 140 m long with an opposite angle of 40 degrees. An adjacent side of the fence is 200 m long with an opposite angle of θ. a) Determine how many possible triangles can be made from the following situation, justify your conclusion, and sketch each triangle. b) Determine the possible values of θ to the nearest degree. c) Determine the perimeter of each possible triangular plot of land.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A triangular plot of land is enclosed by a fence. One side of the fence is 140 m long with an opposite angle of 40 degrees. An adjacent side of the fence is 200 m long with an opposite angle of θ.
a) Determine how many possible triangles can be made from the following situation, justify your conclusion, and sketch each triangle.
b) Determine the possible values of θ to the nearest degree.
c) Determine the perimeter of each possible triangular plot of land.
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