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9. Remember: y =h+(v, sin@)t-16t The homerun fence at the Parametrictown Community Park near Chicago has an outfield wall that is 399 feet from home plate. The outfield wall is 30 feet high at this point. A ball is hit from an initial height of 4 feet above the ground at an angle of 26° with an initial velocity of 113 ft/sec. (a) Write the parametric equations for this situation.

9. Remember: y =h+(v, sin@)t-16t The homerun fence at the Parametrictown Community Park near Chicago has an outfield wall that is 399 feet from home plate. The outfield wall is 30 feet high at this point. A ball is hit from an initial height of 4 feet above the ground at an angle of 26° with an initial velocity of 113 ft/sec. (a) Write the parametric equations for this situation.

Advanced Engineering Mathematics
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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x = (V, cose)t 9. Remember: y =h+(v, sin@)t-16t The homerun fence at the Parametrictown Community Park near Chicago has an outfield wall that is 399 feet from home plate. The outfield wall is 30 feet high at this point. A ball is hit from an initial height of 4 feet above the ground at an angle of 26° with an initial velocity of 113 ft/sec. (a) Write the parametric equations for this situation. (b) Does the ball clear the wall for a homerun? Use the given info above to a mathematically solid reason to support and convince me of your answer. Just a yes or no answer will not suffice. Note: A graph is not a solid reason.
Transcribed Image Text:x = (V, cose)t 9. Remember: y =h+(v, sin@)t-16t The homerun fence at the Parametrictown Community Park near Chicago has an outfield wall that is 399 feet from home plate. The outfield wall is 30 feet high at this point. A ball is hit from an initial height of 4 feet above the ground at an angle of 26° with an initial velocity of 113 ft/sec. (a) Write the parametric equations for this situation. (b) Does the ball clear the wall for a homerun? Use the given info above to a mathematically solid reason to support and convince me of your answer. Just a yes or no answer will not suffice. Note: A graph is not a solid reason.
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