Attempt: 1 2 3 USUN Distance from Table to Landing 0.50 m 0.53 m 0.56 m 0.52 m 0.50 m 5 5. Calculate an average distance

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Attempt 1 2 3 Usun Distance From Table To Landing 0 50 M 0 53 M 0 56 M 0 52 M 0 50 M 5 5 Calculate An Average Distance 1 (30.22 KiB) Viewed 40 times

Attempt 1 2 3 Usun Distance From Table To Landing 0 50 M 0 53 M 0 56 M 0 52 M 0 50 M 5 5 Calculate An Average Distance 2 (58.93 KiB) Viewed 40 times

Attempt 1 2 3 Usun Distance From Table To Landing 0 50 M 0 53 M 0 56 M 0 52 M 0 50 M 5 5 Calculate An Average Distance 3 (23.89 KiB) Viewed 40 times

Attempt: 1 2 3 USUN Distance from Table to Landing 0.50 m 0.53 m 0.56 m 0.52 m 0.50 m 5 5. Calculate an average distance the ball landed from the table. Write out the math and the answer in the space below. Page 7 of 9 I

6. Now let's take a theoretical approach to the distance travelled. If we want to calculate the expected distance from the table, we need to know the velocity of the ball as it leaves the table. Using the height of the table, estimate the time of flight of the ball. You may find that the equation Ay = Voy +(%)*g*, where Ay is the height of the table, Voy is zero, as the ball is moving horizontally, and you want to solve fort. Write your working and the answer below: Height of table=0.914 m 7. If we want to know the horizontal distance traveled, keep in mind we know that the horizontal velocity does not change after it leaves the table. So we can use the equation V = Ax/At. We know At from #8 and we want to calculate Ax. How might we estimate x? Write out your ideas below. 8. Observing that the ball rolls down the inclined plane, determine what the acceleration of the ball is as it rolls (assuming no friction) down the ramp. Note, you may be tempted to answer, "the acceleration of the ball is caused by the acceleration due to gravity which is 9.8 m/s?. however notice the ball does not fall vertically downward. Using the inclined plane as a right triangle, use trig to determine what the acceleration of the ball is. You will need to know the angle of inclination of the plane, which you can find using the images above.

9. Assuming you let the ball go with zero velocity, calculate the velocity of the ball at the bottom of the ramp. Again, assume no friction. 10. Given that the velocity of the ball does not change much between the edge of the ramp and the end of the table, calculate the expected distance traveled from the edge of the table, Ax mentioned in #9. If you did not get y, from #9, then you can simply write an estimate down for y, but be sure to note that it is an educated guess, note a calculated velocity