Please help me code the following in: JAVA

Please create the code in as basic way as possible, so I can understand it better :)

Full points will be awarded, thanks in advance!

Summary You will write a program with the class Skydive that calculates the velocity of a skydiver as a function of time. The main program will include a loop that allows you to enter in the specifications for more than one jump Work Items 1. Write the program described below. Submit your LastFirst HW Arroys File jova file via Canvas. Do not email your instructor your work In Excel, make a plot af velocity vs. time for one af your skydive cases. Submit an image file of this plot (yau can print/save the plat to an image farmat or scan a paper printaut of your image). (a) Your image file can be POF, JPG, TIF, or PNG (b Please submit only one image file via Canvas. Do not email your instructor your work. (c Name your file LostFirst HW Arrays,pdf (or whatever is the extension for the graphic format 2. youre usinel, where you put in your own last name and first name for "Last and "First".You must name your file this way. Introduction If you had physics before, you will recognize the problem of finding the velocity of a skydiver as similar to that af the fall of an abject under the influence of gravity. However, unlike the case studied in most intraductory physics courses, where air resistance is neglected, in the case af a skydiver, you cannot neglect air resistance. Thus, Newton's Second Law has two forces you have to account for: where m is the mass (kg and o is the acceleration (m/s of the skydiver. Note, in that in this and subsequent equations, we will assume that the positive x-direction (and thus the positive velocity and acceleration) points down towards the ground. As an aside, in a vacuum where we can neglect air resistance and gravity is the anly force acting on the skydiver, we can neglect Fax and the above simplifies: Meaning, the acceleration of the skydiver (a)equals the acceleration of gravity at the surface of the Earth (-9.81m/s. Which makes sense! In the case where we have air resistance, in general we cannot solve for acceleration (and thus velocity) by hand, using just algebra or calculus. The reason is because air resistance is generally a function of velocity