The marginal condition refers to the state in which the additional benefit gained from consuming or producing one more unit of a good or service is equal to the additional cost incurred. In economics, this concept is often used to determine the optimal level of production or consumption, where resources are allocated efficiently. When marginal benefits exceed marginal costs, it is advantageous to continue the activity; when costs surpass benefits, it should be reduced. This principle helps in making informed decisions in various economic contexts.
Marginal Revenue = Marginal Cost
Marginal Revenue = Marginal Cost; mark-up price to the demand curve.
no,marginal revenue cannot be ever negative.this condition is only applies when price effect is on the revenue is greater than output effect
Marginal costs and marginal benefits are discussing the conditions for profit maximization. This statement can only have further explanation if it is clarified under circumstantial economic conditions. One of the conditions is that the firm is not a monopoly and that there is competition that keeps the price of the good at a single price. Another condition is that there are diminishing returns to labor and production. This means that resources are scarce for production so it becomes more costly to produce more because there are more constraints to resources and there is a limited labor skill pool. In a competitive market the wage is also assumed to be equal for everyone who is employed to do the same job. Thus, if the marginal costs are greater than the marginal benefits then the profit maximizing equation for a firm or individual is not in balance. The profit maximizing condition for a firm or individual is marginal costs equal marginal benefits. For example in the context of a firm, the marginal costs of producing is the wage it must pay to each extra worker it hires and the benefits are the goods that the worker produces for the firm to sell. Assuming that all workers are given the same wage, the firm should hire as many workers until the marginal revenue the worker produces (Marginal product*price) is equal to the wage. This implies price important because price determines how much revenue the worker makes from the product. If the firm is producing where marginal cost is above marginal benefit the firm is losing money and should get rid of some workers. If the firm has control over the price, like in a monopoly, then the profit maximization condition is a little different. In the case of a monopoly the demand curve is not the same as the marginal revenue curve. This is because in a monopoly the firm has to decrease price in order to sell more of the good because they are the only supplier. Marginal revenue is derived from the demand but the profit maximization condition is still marginal cost equals marginal benefits but marginal benefits does not equal the demand curve.
Marginal net benefits= Marginal benefit- Marginal cost
Marginal Revenue = Marginal Cost
Marginal Revenue = Marginal Cost; mark-up price to the demand curve.
no,marginal revenue cannot be ever negative.this condition is only applies when price effect is on the revenue is greater than output effect
The monopolist's profit maximizing level of output is found by equating its marginal revenue with its marginal cost, which is the same profit maximizing condition that a perfectly competitive firm uses to determine its equilibrium level of output. Indeed, the condition that marginal revenue equal marginal cost is used to determine the profit maximizing level of output of every firm, regardless of the market structure in which the firm is operating.
Marginal costs and marginal benefits are discussing the conditions for profit maximization. This statement can only have further explanation if it is clarified under circumstantial economic conditions. One of the conditions is that the firm is not a monopoly and that there is competition that keeps the price of the good at a single price. Another condition is that there are diminishing returns to labor and production. This means that resources are scarce for production so it becomes more costly to produce more because there are more constraints to resources and there is a limited labor skill pool. In a competitive market the wage is also assumed to be equal for everyone who is employed to do the same job. Thus, if the marginal costs are greater than the marginal benefits then the profit maximizing equation for a firm or individual is not in balance. The profit maximizing condition for a firm or individual is marginal costs equal marginal benefits. For example in the context of a firm, the marginal costs of producing is the wage it must pay to each extra worker it hires and the benefits are the goods that the worker produces for the firm to sell. Assuming that all workers are given the same wage, the firm should hire as many workers until the marginal revenue the worker produces (Marginal product*price) is equal to the wage. This implies price important because price determines how much revenue the worker makes from the product. If the firm is producing where marginal cost is above marginal benefit the firm is losing money and should get rid of some workers. If the firm has control over the price, like in a monopoly, then the profit maximization condition is a little different. In the case of a monopoly the demand curve is not the same as the marginal revenue curve. This is because in a monopoly the firm has to decrease price in order to sell more of the good because they are the only supplier. Marginal revenue is derived from the demand but the profit maximization condition is still marginal cost equals marginal benefits but marginal benefits does not equal the demand curve.
It is a light-emittinf diode (LED) that is an orange-brown color, usually signifying caution or marginal condition.
Marginal net benefits= Marginal benefit- Marginal cost
It will be so because it will not achieve a social equilbrium of marginal benefit (demand) = marginal cost (supply). It will instead set a private profit equilibrium where private benefit (marginal revenue) = marginal cost and thus create a deadweight inefficiency equal to the difference in total social surplus between the regions.
three marginal conditions for welfare maximization
Marginal cost is
The optimal level of output is where marginal costs = marginal damages.
In economics, marginal profit is the difference between the marginal revenue and the marginal cost of producing an additional unit of output.