Answer:
I will use images and details from credible websites, which will boost my own credibility and support my claim. I will also use charts and graphs from trusted web resources, such as government and university sites, to make my supporting evidence clear
Explanation:
I took the test
Brainiest???
The per-unit economic profit at the profit-maximizing output is $112 if the product price is $283.
<h3>How do we calculate profit-maximizing price?</h3>
The rule for calculating a profit-maximizing perfectly competitive firm is to produce the level of output where Price equals the Marginal Revenues= Marginal cost.
Hence, the economic profit is calculated by Total Revenue - (Explicit Costs + Implicit Costs) because it entails the difference between the revenue received from the sale of an output and the costs of all inputs.
Therefore, the per-unit economic profit at the profit-maximizing output is $112 if the product price is $283.
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Operations managers can use the mathematical tool of linear programming to plan and make resource allocation decisions. Hence. option (c) will be the suitable response for this question.
<h3>Give a brief account on linear programming.</h3>
An approach to getting the optimal result in a mathematical model whose requirements are expressed by linear connections is linear programming, often known as linear optimization.
Specifically, linear programming is a technique for optimizing a linear objective function while observing the constraints of linear equality and inequality. Its feasible region consists of convex polytopes, a set that is defined as the intersection of a finite number of half spaces, each of which is determined by a linear inequality. A real-valued affine function that is defined on this polyhedron serves as its goal function. If there is a location in the polytope where this function has the least value, a linear programming technique locates it.
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