The one that best describes the procedural or imperative, programming paradigm as it uses a linear, top-down approach to solving problems. The correct option is D.
<h3>What is a linear approach?</h3>
It describes a method of programming where an application is created by first defining at a high level what it should be able to accomplish, then breaking that down into smaller and smaller sections.
Without going into specifics about any of the system's components, the top-down model presents an overview of the whole. The definition is then progressively improved, detailing each element in more detail until it is complete enough to validate the model.
Therefore, the correct option is D. It uses a linear, top-down approach to solving problems.
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Assuming that this company sells all that it produces, the profit function would be given by P(x) = -0.5(x - 100)² + 5,000 - 50x - 100.
<h3>What is profit?</h3>
In Economics, profit can be defined as a measure of the amount of money (revenue) that is generated when the selling price is deducted from the cost price of a good or service, which is usually provided by producers.
This ultimately implies that, all producers generally work to maximize their profits and make them as large as possible, in order to enable them break even and successful.
Mathematically, the profit function P(x) of a business firm simply refers to the revenue function R(x) minus the cost function C(x):
P(x) = R(x) - C(x)
Where:
- R(x) represents how much it takes in.
- C(x) represents how much it spends.
Substituting the given parameters into the formula, we have;
P(x) = -0.5(x - 100)² + 5,000 - (50x + 100)
P(x) = -0.5(x - 100)² + 5,000 - 50x - 100
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An Excel worksheet is a single spreadsheet that contains cells organized by rows and columns. A worksheet begins with row number one and column A. Each cell can contain a number, text or formula. A cell can also reference another cell in the same worksheet, the same workbook or a different workbook.
Answer:
Dubbed “El Capitan,” the supercomputer is part of the Exascale Computing Project, a DOE effort to increase computing power so that the department can run highly advanced simulations and modelling of the United States' nuclear arsenal. These simulations help alleviate the need for underground testing.
