Emergency: Java program using Newton Raphson

SEE attatched file. This program involves using newton-raphson method to solve a nonlinear equation. Little chemical engineering concepts involved. This is an emergency, and this bid should be taken if the program can be done in 1-2 days max. According to -5 GMT time, it should be done by Thurs morning (Dec 6) canadian time. If bidder can do validation in excel (solving a quadratic eq. in excel/polymath) and write descriptions in word describing the program, than bidder has 2 days (until Friday morning). **The part 2 of the assignment file sent is needed to be done**. To see algorithm for Newton-raphson method, see page 11-12 of "Algorithm" file to know what method to program. This algorithm should be in a method being able to solve whatever assignment says. ## Deliverables 1) Complete and fully-functional working program(s) as well as complete source code of all work done. Programmed in JAVA. 2) Must include OOP design, inheritance, polymorphism, encapsulation. 3) Coding must be neat with comments. 4) Validation/report is not necessary unless the bidder can do it in 2 days. General info needed for program: Here are some points: xn+1 = xn + fx/f'x f**'x = dZ/dV --> equation 23b** **fx --> equation 23a** **Ki --> equation 15** 1 subscript represents ethanol, 2 represesnts water x1 = Mass fraction of ethanol = CE/density = **0.102** x2 = Mass fraction of water = 1-mass fraction of ethanol = **0.898** (needed to get the zi values) y1 = Mole fraction of ethanol = (mass fraction of ethanol/molar mass of ethanol)/((mass fraction of ethanol/molar mass of ethanol)+(mass fraction of water/molar mass of water)) = **0.0428** y2 = **0.957** Flash T = **323.9** K V is being calculated, where x is estimated. Correction: Eq. 16 on 1st page or Part 2, the denominator should say T + Ci ## Platform This program should be done in java and should be saved as .java files. Must be usable and running on windows platform.