Acceleration Of Marble On Ramp. Mark the distance. Plug in the numbers. With the final velocity we can use eqn 1 to calculate the acceleration assuming we have the length of ramp.
The slope of the lines in our graph correlate to the acceleration of the ball down the ramp because as the height of the ramp increases the time decreases which is represented in our graphs. Matthias wandel recommended for you.
With the final velocity we can use eqn 1 to calculate the acceleration assuming we have the length of ramp.
With the final velocity we can use eqn 1 to calculate the acceleration assuming we have the length of ramp. The acceleration of the ball down the ramp is 9 81 sin e m s2 where is the angle of the ramp. Since all of these are constant the acceleration of the marble would also be constant. Is this method correct.
