
Mark M. answered 07/26/20
Mathematics Teacher - NCLB Highly Qualified
Use Law of Cosines
d2 = 53.22 + 47.02 - 2(53.2)(47.0) cos 80°
Use down tube length and Law of Sines toe determine angle between down tube and seat tube.
Amayas O.
asked 07/26/20The following problem refers to the figure below, which is a diagram of a bike frame. The frame can be approximated as two triangles that have the seat tube as a common side.
Suppose the frame has a top tube length of 53.2 centimeters, a seat tube length of 47.0 centimeters, and a seat angle of 80.0°. Find the length of the down tube and the angle between the seat tube and the down tube. (Round your answers to one decimal place.)
length of down tube | ______cm |
angle between seat tube and down tube | _______° |
Mark M. answered 07/26/20
Mathematics Teacher - NCLB Highly Qualified
Use Law of Cosines
d2 = 53.22 + 47.02 - 2(53.2)(47.0) cos 80°
Use down tube length and Law of Sines toe determine angle between down tube and seat tube.
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Amayas O.
The formula you gave did not work.07/26/20