边际收益产品是指在其他 生产要素 的投入量固定不变时追加一单位的某种生产要素的投入所带来的收益。 它等于投入的 边际产品 （关于要素的函数 MP）乘以厂商的 边际收益 （关于产量的函数 MR）。 在完全竞争的 产品市场 上，单个厂商面临的 需求弹性 无穷大，竞争厂商的边际收益等于 产品价格，所以有边际收益产品等于边际产品乘以产品的价格。 而在 垄断市场 上，厂商的边际收益小于产品价格，所以边际收益产品小于 边际产品价值。 术语简介. 边际收益产品（Marginal …

2024年7月29日 · Marginal revenue product (MRP), also known as the marginal value product, is the marginal revenue created due to an addition of one unit of resource. The marginal revenue...

2023年10月21日 · Marginal revenue = Change in revenue / Change in quantity. 边际成本 =销售量变动一个单位所导致的成本变动额. Marginal cost = Change in cost / Change in quantity. 举例： 某公司销售100个A产品，价格都是10元。销售第101个A产品的时候，降价促销，5元。 第101个A产品的边际收入是5元.

Marginal revenue product (MRP) explains the additional revenue generated by adding an extra unit of production resource. It is an important concept for determining the demand for inputs of production and examining the optimal quantity of a resource. It can be analyzed by aggregating the revenue earned by the marginal product of a factor.

2023年7月23日 · The marginal revenue product of a production input is the marginal revenue created from the marginal product resulting from one additional unit of the input. The marginal revenue product would be the result of multiplying the marginal product of the input times the marginal revenue of the output.

2024年6月17日 · Marginal revenue refers to the incremental change in earnings resulting from the sale of one additional unit. Analyzing marginal revenue helps a company identify the revenue generated...

Marginal Revenue Product. Marginal Revenue Product is the additional revenue generated from using one more unit of the input. Mathematically, it is the change in total revenue divided by the change in the number of inputs (x), which is also equal marginal product times marginal revenue.

2016年4月25日 · The downward-sloping portion of a firm’s marginal revenue product curve is its demand curve for a variable factor. At a marginal factor cost of $150, TeleTax hires the services of five accountants.

2024年11月20日 · Marginal revenue product (MRP) measures the impact of additional resources on total production, aiding optimal decision-making in production and resource allocation. It is calculated by multiplying the marginal physical product (MPP) by its marginal revenue (MR), showing the added revenue from employing one more unit of a production resource.

Marginal revenue. We can define marginal revenue as the increase in revenue from increasing output by a bit. Using calculus and the product rule, we have that \(\text{Marginal revenue =}MR(q) = {dr \over dq} = {dp \over dq} \times q + p\) Let’s see what this means. The ratio $dp/dq$ is the slope of the inverse demand curve.