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A ball will be fired from a toy cannon, with an initial speed of 10.0 meters per second at an angle of 35.0°. An engineer has been asked to predict the peak height that the cannonball will reach, the location at which the cannonball will hit the ground, and the total flight time of the projectile. Solve manually using the exact solution. (hand-written)

A ball will be fired from a toy cannon, with an initial speed of 10.0 meters per second at an angle of 35.0°. An engineer has been asked to predict the peak height that the cannonball will reach, the location at which the cannonball will hit the ground, and the total flight time of the projectile. Solve manually using the exact solution. (hand-written)

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A ball will be fired from a toy cannon, with an initial speed of 10.0 meters per second at an angle of 35.0°. An engineer has been asked to predict the peak height that the cannonball will reach, the location at which the cannonball will hit the ground, and the total flight time of the projectile.

  1. Solve manually using the exact solution. (hand-written)
  2. Solve manually using an approximate solution. Use 3 different intervals. (hand-written)
  3. Solve approximate solution using MS Excel. Plot error against the number of iterations.
  4. Create an interactive script file for this problem.
A ball will be fired from a toy cannon, with an initial speed of 10.0 meters per second at an angle of 35.0°. An engineer has been asked to predict the peak height that the cannonball will reach, the location at which the cannonball will hit the ground, and the total flight time of the projectile. Solve manually using the exact solution. (hand-written) Solve manually using an approximate solution. Use 3 different intervals. (hand-written) Solve approximate solution using MS Excel. Plot error against the number of iterations. Create an interactive script file for this problem. a. b. C. d.
Transcribed Image Text:A ball will be fired from a toy cannon, with an initial speed of 10.0 meters per second at an angle of 35.0°. An engineer has been asked to predict the peak height that the cannonball will reach, the location at which the cannonball will hit the ground, and the total flight time of the projectile. Solve manually using the exact solution. (hand-written) Solve manually using an approximate solution. Use 3 different intervals. (hand-written) Solve approximate solution using MS Excel. Plot error against the number of iterations. Create an interactive script file for this problem. a. b. C. d.
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