Physics 1 Mechanics: Acceleration and Projectile Motion on a Ramp

AI Thread Summary
The discussion focuses on a physics problem involving a baseball accelerated on a ramp, requiring calculations for launch velocity, range, and maximum wall height. The acceleration is given as 251 m/s² over a ramp length of 3 meters, with an angle of 0.5 radians. To find the launch velocity, the appropriate kinematic equations can be applied, and the velocity should be expressed in component form. The range can be determined using projectile motion principles, factoring in the angle of launch. Finally, the maximum height of a wall that the ball can clear is calculated based on its trajectory.
golfer1100
A baseball is accelerated from rest at the rate a = 251 m/s/s along a rising ramp of lenth l=3m. The ramp makes an angle of theta =.5 rad with the horizontal. Neglect friction.

a)what is the launch velocity v knot of the ball? express v knot in a component form using a coordinate system of your choice. Sketch the ramp and show v knot and your coordinate system.

b) how far down the range x from the launch point does teh ball land?

c) suppose a wlal of heigh h stands at a distance d=x-31 m down range from the launch point. If the ball sails over the wall, waht is the maximum wall height?
 
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Need to show your work, and also post in the correct forum
 
Im not sure where to start or where to post this
 
https://www.physicsforums.com/forumdisplay.php?f=153

How would you approach this problem? You are given acceleration in m/s^2 and length over which you accelerating, so you can find the speed at the end of the ramp now. Next you are given angles that gives you the distance that the ball will travel and stay airborne for. Just think about this problem, use appropriate formulas, and post if you get stuck

speed2 = 2*acceleration*distance
 
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