Question
Finally, your program should create two figures: The program should generate a proper plot with the number of widgets produced on the abscissa, and the
Finally, your program should create two figures:
The program should generate a proper plot with the number of widgets produced on the abscissa, and the revenue and total cost on the ordinate for the equipment option. This figure should also include a large point on the line to indicate the found breakeven point.
You see I already have the Matlab code finished for everything else, I'm just having serious trouble with the Matlab code for generating the two figures(plots).
Here is more of the question:
In the program, summarize the results in a manner similar to the following in the Command Window: The machine listed below will operate for ## days per year. Option:
NAME Producing ## widgets each week will generate per year:
Revenue: $####
Cost: $####
Total number of widgets produced per year: #.#e+###
The breakeven time is # months or # widgets.
The total profit after # years is $####.
The revenue and cost should be displayed with no decimal places, and the total number of widgets produced should be displayed in exponential notation with one decimal place. In addition, the lines should be shown using tabs to indent from the left margin as shown. The "NAME" character in the output displayed above will be text that was entered in the program you created. The number of months to breakeven, widgets to breakeven, total number of years, and the total profit should all be displayed with no decimal places. Finally, your program should create two figures: The program should generate a proper plot with the number of widgets produced on the abscissa, and the revenue and total cost on the ordinate for the equipment option. This figure should also include a large point on the line to indicate the found breakeven point. The program should generate a proper plot to display the profit of the equipment choice with respect to time. This figure should also include a large point on the line to indicate the found breakeven point.
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