This exercise requires designing a program which solves the problem

Module 3 Program Assignment: House Painting

Directions

This exercise requires designing a program which solves the problem described in the problem statement below. Provide comments as necessary in your pseudo-code and the Java program.

Your solution must include these components:

Flowchart
Pseudo-code
Hierarchy Chart
Program Coded
Program Output

Problem Statement

A painting company has determined that to paint 115 square feet of wall space, the task will require one gallon of paint and 8 hours of labor. The company charges $20.00 per hour for labor. Design a modular program that asks the user to enter the number of square feet of wall space to be painted and the price of paint per gallon. The program should then calculate and display the following data:

The number of gallons of paint required
The hours of labor required
The cost of the paint
The labor charges
The total cost of the paint job

Your program should contain the following modules:

Module main. Accepts user input of the wall space (in square feet) and the price of a gallon of paint. Calculates the gallons of paint needed to paint the room, the cost of the paint, the number of labor hours needed, and the cost of labor. Calls summaryPaint, passing all necessary variables.
Module summaryPaint. Accepts the gallons of paint needed, the cost of the paint, the number of labor hours needed, and the cost of labor. Calculates and displays total cost of the job and statistics shown in the Expected Output.

Expected Output

Enter wall space in square feet: 500

Enter price of paint per gallon: 25.99

Gallons of paint: 4.3478260869565215

Hours of labor: 34.78260869565217

Paint charges: $112.99999999999999

Labor charges: $695.6521739130435

Total Cost: $808.6521739130435

Submission

You must submit your solution as a Microsoft Word document (.docx) with all components included in the one document. Also, submit the Java source code file (.java).

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This exercise requires designing a program which solves the problem

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