When the ball leaves the track what type of energy does it have relative to the floor. Calculate each one of them Sure, here's a transcription of the text from the image for an educational website:---### Physics Experiment: Calculating Projectile Range#### Question 9:**Calculate the predicted range. Show Calculations.**\[ Vx = \text{Vox} \cdot \cos(\theta) \]\[ = \frac{11.457}{\cos(43^\circ)} \]\[ = 0 \]**Predicted range = R = 0.194064 \, \text{meters}**#### Question 10:Follow the scientific method and test your prediction by placing the plastic catcher.---There are no graphs or diagrams to explain in this image. The handwritten notes show calculations for predicting the range of a projectile, specifically using trigonometric functions such as cosine, with an example angle of 43 degrees. The predicted range is written as 0.194064 meters. ## Data Sheet #1**Distance between the photo gates (d):** 0.615 meters### Trial Data| Trial | Time (Seconds) ||-------|-----------------|| 1 | 0.868 || 2 | 0.8341 || 3 | 0.8345 || 4 | 0.8158 || **Average** | **0.8436** |### Calculations**6. Horizontal Speed Calculation:**\[ v = \frac{d}{t} = \frac{0.615}{0.8436} \, \text{m/sec} \]**7. Vertical Distance Measurement:**Use a plumb line to determine the vertical distance \( h \) the ball must drop from the end of the track to land in the plastic catcher on the floor.\[ h = 0.816 \, \text{meters ±} 0.2 \]**8. Time to Fall Calculation:**Calculate how long it will take for the projectile to fall the distance \( h \) using:\[ h = \frac{1}{2} g t^2 \]\[ h = \frac{1}{2} \times 9.8 \times t^2 \]\[ t_{\text{fall}} = 0.407 \, \text{seconds} \]**Note:** The glass ball mass is 21.3 grams.

Name: When the ball leaves the track what type of energy does it have relati
Uploaded: 2024-03-20T06:57:16.000Z
Channel: Bartleby
Description: When the ball leaves the track what type of energy does it have relative to the floor. Calculate each one of them Sure, here's a transcription of the text from the image for an educational website:---### Physics Experiment: Calculating Projectile Ran

We have been provided by a number of reading and data. So we will utilise this to get the required result. Energy is of two types when it left the track. 1. Kinetic energy due to motion of ball 2. Potential energy due to its position above ground. KE=12mv2=0.5(21.3*10-3 Kg)1.14572KE=0.055917 JoulePE=mghPE=(21.3*10-3 Kg)9.81*0.912PE=0.19056 Joule