gibson:teaching:spring-2015:math445:hw3
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| - | **Problem 3:** For the optimal sea level home run, make a plot that shows the $x,y$ trajectory of the homerun hit with the minimal speed and optimal angle, which you determined in problem 2. Now add another curve that shows what the path of the ball would be if there were no air resistance. Use a solid line for the curve with air resistance, and a dashed line for the curve without. | + | **Problem 3:** Make a plot that shows the $x,y$ trajectory of the homerun hit with the minimal speed and optimal angle for sea level conditions, which you determined in problem 2. Now add another curve that shows what the path of that ball would be if there were no air resistance. Use a solid line for the curve with air resistance, and a dashed line for the curve without. |
| **Problem 4:** Do the same as problem 3 for the home run in Denver. | **Problem 4:** Do the same as problem 3 for the home run in Denver. | ||
gibson/teaching/spring-2015/math445/hw3.1429910759.txt.gz · Last modified: 2015/04/24 14:25 by gibson
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