Create a new Java Project in your Eclipse workspace named as before, smith3 or jones3 for example. Create a package with the very same name as your project name. In this one package, write one Java program for each exercise as required below. Choose descriptive variable names and identifiers in all programs 1. Write a program that analyzes an object falling for 10 seconds. It should contain main and two additional methods. One of the additional methods should return the distance an object falls in meters when passed the current second as an argument. See the formula needed below. The third method should convert meters to feet. You can look up the conversion factor needed online. The main method should use one loop to call the other methods and generate a table as shown below. The table should be displayed in formatted columns with decimals as shown.   s= 1/2 gt^2 where s= distance in meters g= 9.8, and t = time in seconds    Table example attached below   Thank you!!

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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Hello! I need help with the first problem, here are the requirements! 

Please use Eclipse if possible! and show a screenshot of the output would also be helpful. Also comments displaying what the code is doing is also very helpful so I understand it. Thank you so much!!! I had asked this question before but sadly it was not done correctly :(

Assignment Requirements

  • Create a new Java Project in your Eclipse workspace named as before, smith3 or jones3 for example.
  • Create a package with the very same name as your project name.
  • In this one package, write one Java program for each exercise as required below.
  • Choose descriptive variable names and identifiers in all programs

1. Write a program that analyzes an object falling for 10 seconds. It should contain main and two additional methods. One of the additional methods should return the distance an object falls in meters when passed the current second as an argument. See the formula needed below. The third method should convert meters to feet. You can look up the conversion factor needed online. The main method should use one loop to call the other methods and generate a table as shown below. The table should be displayed in formatted columns with decimals as shown.

 

s= 1/2 gt^2 where s= distance in meters

g= 9.8, and t = time in seconds 

 

Table example attached below

 

Thank you!!

**Free Fall Distance Over Time**

This table presents data on the distance fallen by an object in free fall, measured in both meters and feet, over a span of 10 seconds. The data are organized into three columns: seconds, meters, and feet.

- **Seconds (SEC):** This column lists the time elapsed in seconds during the fall, ranging from 1 to 10 seconds.
  
- **Meters:** This column shows the distance the object has fallen in meters at each second. The distances increase consistently, indicating the accelerating speed due to gravity. 

- **Feet:** This column provides the corresponding distance in feet, again showing progressively larger values due to acceleration.

### Table Breakdown:
- At 1 second, the object has fallen 4.9 meters (16.1 feet).
- At 5 seconds, the distance is 122.5 meters (401.9 feet).
- By 10 seconds, the object has fallen 490.0 meters (1607.6 feet).

These figures illustrate how the distance increases at an accelerating rate, which is characteristic of free-falling objects under the influence of gravity.
Transcribed Image Text:**Free Fall Distance Over Time** This table presents data on the distance fallen by an object in free fall, measured in both meters and feet, over a span of 10 seconds. The data are organized into three columns: seconds, meters, and feet. - **Seconds (SEC):** This column lists the time elapsed in seconds during the fall, ranging from 1 to 10 seconds. - **Meters:** This column shows the distance the object has fallen in meters at each second. The distances increase consistently, indicating the accelerating speed due to gravity. - **Feet:** This column provides the corresponding distance in feet, again showing progressively larger values due to acceleration. ### Table Breakdown: - At 1 second, the object has fallen 4.9 meters (16.1 feet). - At 5 seconds, the distance is 122.5 meters (401.9 feet). - By 10 seconds, the object has fallen 490.0 meters (1607.6 feet). These figures illustrate how the distance increases at an accelerating rate, which is characteristic of free-falling objects under the influence of gravity.
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