How Many Times Will a Ball with Insignificant Mass Bounce on a Slope?

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Homework Help Overview

The discussion revolves around a problem involving a ball with insignificant mass being thrown at an angle from the top of a slope, specifically focusing on how many times it will bounce on the slope. Participants are exploring the dynamics of the ball's motion and the effects of gravity on its trajectory.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants discuss the components of the ball's velocity during bounces and the implications of the slope's orientation on the motion. There are attempts to derive equations for the ball's flight and questions about the reasoning behind using absolute value equations in the context of the problem.

Discussion Status

The discussion is ongoing, with participants expressing confusion about certain assumptions made in the solution, particularly regarding the constancy of the vertical component of velocity at each bounce. Some guidance has been offered regarding the components of motion, but no consensus has been reached on the overall approach.

Contextual Notes

Participants are grappling with the implications of the ball's insignificant mass and the effects of gravity on its motion, as well as the assumptions made in the provided solution. There is a noted lack of clarity regarding the equations used and the physical principles at play.

transgalactic
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i got a ball with insignificant mass which is being thrown in angle beta
from the top of a slope
how much times this ball will bounce on this slope??

i understand the solution till some point
from which i don't understand what are they doing?

http://img376.imageshack.us/img376/745/28160523vc9.gif
 
Last edited by a moderator:
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When the ball bounces, the x component of its velocity is unchanged, and the y component changes sign (from negative to positive). Then, with these initial conditions, it just follows the usual parabolic trajectory until the next bounce.
 
so by your words i can understand that their X axes is parralel to the slope
and the y axex is perpandicular to it.

in that case y cannot be negative.

first the constructed equations for the flight in X axes and Y axes
and the calculated the time which took the object from the lift of
to the landing.

after that they give a weird absolute value equations
why??
 
transgalactic said:
i got a ball with insignificant mass which is being thrown in angle beta
from the top of a slope
how much times this ball will bounce on this slope??

i understand the solution till some point
from which i don't understand what are they doing?

http://img376.imageshack.us/img376/745/28160523vc9.gif

The solution does not make sense to me. Where did you get it from? They seem to assume that the value of Vy at each bounce is the same but that does not make sense since the force of gravity will accelerate the particle.
 
Last edited by a moderator:

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