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Math · Advanced Math
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Design a ski jump that has the following specifications. The ski jump starts at a height of 105 feet and finishes at a height of 10 feet. From start to finish, the ski jump covers a horizontal distance of 100 feet. A skier using the jump will start off horizontally (i.e., with slope-0) and will fly off the end at an angle of θ 33 degrees up fromthe horizontal The figure below shows a side profile of the ski jump, the tangent to the curve at the end of the jump, and the angle 6 that the tangent makes with the horizontal. Using a computer algebra system, find a single polynomial p(z) of lowest degree whose graph is a side view of the ski page & jump. Problem based on ATLAST: Computer Exercises for Linear Algebra, Prentice-Hall, Upper Saddle River, N.J., 1996, Enter p(z) in the box below. Use at least 4 decimal places in any approximation. r(z) = Preview
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