Asked by Tri
A baseball is hit at 35.0m/s at an angle of 25.0 degrees to the horizontal.
How high will the ball go>
When will it reach that height?
How far across the baseball field will the ball travel?
Thanks.
How high will the ball go>
When will it reach that height?
How far across the baseball field will the ball travel?
Thanks.
Answers
Answered by
tchrwill
How high will the ball go>
When will it reach that height?
How far across the baseball field will the ball travel?
The height reached is derivable from h = V^2(sin^2(µ)/2g where V = the launch velocity, µ = the launch angle and g = the acceleration due to gravity.
Using the verical component of the launch velocity, the time to reach the maximum height derives from Vf = Vo - gt where Vf = the final vertical velocity = 0, Vo = the initial vertical velocity = 25sin25º and g is as defined earlier.
The horizontal distance traveled derives from d = V^2sin(2µ)/2g.
When will it reach that height?
How far across the baseball field will the ball travel?
The height reached is derivable from h = V^2(sin^2(µ)/2g where V = the launch velocity, µ = the launch angle and g = the acceleration due to gravity.
Using the verical component of the launch velocity, the time to reach the maximum height derives from Vf = Vo - gt where Vf = the final vertical velocity = 0, Vo = the initial vertical velocity = 25sin25º and g is as defined earlier.
The horizontal distance traveled derives from d = V^2sin(2µ)/2g.
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