For the following problem statement, create an input/output design:
The Metropolitan State Coal Co. (Metro) sells coal to electricity producers in Colorado to run their coal-fired power plants. Metro has contracted to deliver a set number of tons and negotiated a separate selling price per-ton with each plant. Sometimes the plant calls with a revised demand which may be more or less than the contracted amount. If the demand is greater than the contracted amount, then the price-per ton on the additional tons is 15% higher than the price-per ton for the contracted tons. For example, if Metro has contracted with a plant to deliver 100 tons at a price of $10/ton, then the sale for the contracted tons will be $10 * 100 tons = $1,000. However, if demand this week is for 120 tons, there is an additional 20 tons required beyond what was contracted. Those additional 20 tons are sold at a 15% mark-up price of $10 * 15% = $11.50 per ton. Therefore, the sales for the 20 additional tons are $11.50 * 20 tons = $230. This means the total sales for the plant are 120 tons at $1,230. When sales occur each week, Metro’s sales manager writes down on a yellow pad of paper 1) the name and abbreviation of the plant which bought coal, 2) the number of contracted tons of that plant, 3) the contracted price per ton and 4) demand for that plant. Metro needs to generate a weekly sales report using a computer program. The report needs to print the sale details for each plant: plant abbreviation, contracted tons, contracted sale amount, additional tons, additional sale amount, and total sales for the plant. Also, the report must include summary statistics for the week to include the 1) number of plants that purchased coal, 2) the total tons and sales for all the plants, 3) the number of plants that required additional coal, 4) the total tons and sales for contracted coal, 5) the total tons and sales for additional coal, 6) and the name of the plant with the highest total sales and that total sales amount.
To design an input/output system for the Metropolitan State Coal Co. (Metro) sales report, we will outline the necessary inputs, outputs, and the structure of the report.
The input will consist of the following fields for each plant's transaction:
Plant Name: Colorado Power Plant
Plant Abbreviation: CPP
Contracted Tons: 100
Contracted Price per Ton: 10.00
Demand: 120
The output will consist of two main sections: detailed sales report for each plant and summary statistics for the week.
For each plant, the report will include:
Contracted Tons * Contracted Price per Ton
Demand - Contracted Tons
(if Demand > Contracted Tons, otherwise 0)Additional Tons * (Contracted Price per Ton * 1.15)
(if Additional Tons > 0, otherwise 0)Contracted Sale Amount + Additional Sale Amount
Plant Abbreviation: CPP
Contracted Tons: 100
Contracted Sale Amount: $1000.00
Additional Tons: 20
Additional Sale Amount: $230.00
Total Sales for the Plant: $1230.00
At the end of the report, the summary statistics will include:
Summary Statistics:
Number of Plants that Purchased Coal: 1
Total Tons Sold: 120
Total Sales Amount: $1230.00
Number of Plants that Required Additional Coal: 1
Total Tons for Contracted Coal: 100
Total Sales for Contracted Coal: $1000.00
Total Tons for Additional Coal: 20
Total Sales for Additional Coal: $230.00
Plant with Highest Total Sales: CPP - $1230.00