The fixed costs of a company is $3200. The variable cost to produce a widget is $25.  CRP1. Set up the Cost as a function of n, number of widgets produced:  CRP2. Suppose the company sells each widget at a price p = 45-0.02n ($44.8 for a widget with 2 cents  discount on price per widget for extra widget purchased.) Set up the Revenue function:  CRP3. Set up the Profit as a function of n, number of widgets produced and sold:   CRP4. Plot the Profit function on an appropriate interval:   CRP5. The break-even points are values of production for which the profit is zero.   Find the break-even points.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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The fixed costs of a company is $3200. The variable cost to produce a widget is $25.  CRP1. Set up the Cost as a function of n, number of widgets produced: 

CRP2. Suppose the company sells each widget at a price p = 45-0.02n ($44.8 for a widget with 2 cents  discount on price per widget for extra widget purchased.) Set up the Revenue function: 

CRP3. Set up the Profit as a function of n, number of widgets produced and sold:  

CRP4. Plot the Profit function on an appropriate interval:  

CRP5. The break-even points are values of production for which the profit is zero.  

Find the break-even points.

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