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Projectile Motion. Once a difficult problem for cannoneers If the vertical and horizontal components are separated, the problem becomes simple.

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Presentation on theme: "Projectile Motion. Once a difficult problem for cannoneers If the vertical and horizontal components are separated, the problem becomes simple."— Presentation transcript:

1 Projectile Motion

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3 Once a difficult problem for cannoneers If the vertical and horizontal components are separated, the problem becomes simple.

4 Projectile Motion Horizontal – simple as a ball rolling across the table Use equations like d = v x t

5 Projectile Motion Vertical – simple as a free falling gravity problem Use equations like d= 1/2 gt 2 and A = V/T

6 Projectile Motion NOTE: Air and other resistance is being ignored for the time being.

7 Projectile Motion 8 km/s 29,000 km/hr 18,000 MPH

8 Projectile Motion

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10 YOUTUBE http://www.youtube.com/watch?v=LcFfDcDv5zs

11 Projectile Motion

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16 Trajectory Up to a 45 degree angle – greater distance at greater angle After 45 degree – greater height, less distance 45 degree gives the greatest distance Any two angles that add to 90 degrees will hit the same place

17 Projectile Motion Air Resistance

18 Projectile Motion Velocity


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