A company in monopolistic opposition produces an allocatively green output degree even as a company in best opposition produces a productively green output degree.
The long-run equilibrium answer in monopolistic opposition usually produces 0 monetary income at a factor to the left of the minimal of the common overall value curve. The life of excessive limitations to access prevents corporations from coming into the marketplace even withinside the long run.
Therefore, it's far viable for the monopolist to keep away from opposition and hold making tremendous monetary income withinside the long run. One feature of a monopolist is that it's far a income maximizer. Since there's no opposition in a monopolistic marketplace, a monopolist can manage the charge and the amount demanded. The degree of output that maximizes a monopoly's income is calculated through equating its marginal value to its marginal revenue.
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Answer:
Option C is correct P(q) = -0.005q^{2} + 2.25q - 100
Explanation:
Profit P(q) = R(q) – C(q)
Profit = Revenue – Cost
So,
P(q) = -0.005q^{2} + 2.5q - 100 – 0.25q
P(q) = -0.005q^{2} + 2.25q - 100
In order to find break even, you should plug 50 and 400 into the formula P(q) = -0.005q^{2} + 2.25q - 100
If, when you consume another piece of candy, your marginal utility is zero, then you have gotten the most out of eating candy overall.
<h3>What is marginal utility?</h3>
- Utility in economics refers to the pleasure or advantage obtained from using a thing.
- A good or service's marginal utility quantifies how much consumers enjoy or are satisfied after increasing or decreasing their use by one unit.
- You may purchase an iced doughnut, for instance. You consequently gain some degree of utility or satisfaction from it.
- The general rule in economics is that marginal utility equals total utility change divided by change in quantity of goods.
- The equation looks like this: Total utility difference divided by amount of commodities difference equals marginal utility.
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Answer:
Effective capacity= 500 units
Explanation:
Effective capacity is defined as the maximum amount of product a manufacturing process can complete in a given period. Considering constraints such as delays, quality problems, and material handling.
Effective capacity is dependent on the design of the system. Design capacity is defined as the theoretical capacity of a system based on its design.
Effective capacity is calculated by dividing the actual capacity by efficiency.
Effective capacity= Actual Capacity/ Efficiency
Effective capacity= 400/0.8
Effective capacity= 500 units
