Subject: Microeconomics
The compensation received in exchange for labor services is referred to as wages. In general, wages refer to the sum of money that is paid for a person's services on an hourly, daily, weekly, or monthly basis. Real wages and money wages are the two categories of earnings. Real wages are influenced by factors like the purchase power of money, the type of labor being done, added amenities, etc. MRP is the increase in revenue that results from hiring one more labor unit.
Wages refer to monetary compensation that companies give workers in exchange for the services they do. Wages are a component of the national dividend that goes to labor because it is a factor of production. Wages are simply the compensation received for labor rendered. In general, wages refer to the sum of money that is paid for a person's services on an hourly, daily, weekly, or monthly basis.
J.B. Clark, A.C. Pigou, A. Marshall, etc. created this hypothesis. This idea holds that a laborer's or worker's wage is determined by his marginal productivity. The idea is predicated on the following claims:
This idea is predicated on a number of presumptions. The following are the theory's main presumptions:
MRP is equivalent to M.W. The increase in overall production caused by using an additional unit of labor is known as marginal productivity. The marginal productivity of the workers is calculated in terms of money because they are paid with money.
Marginal Revenue Productivity is what we call this (MRP). MRP is the increase in revenue that results from hiring one more labor unit. When the wage of a laborer is equal to the marginal revenue product, a producer will maximize his profit. The producer will experience a loss if MW is higher than MRP (MW > MRP) and wage is higher than marginal revenue product. Employees receive less pay and pay more if the marginal wage for labor is higher than the marginal revenue output. He thus loses.
On the other hand, the producer will profit if he pays the worker less than MRP (ME MRP). However, his gain won't be maximized. He will benefit from keeping workers on for so long if MW = MRP. As a result, MRP - M.W.0 will be used to calculate a worker's wage.
Assume that a producer is working three additional laborers as part of the production process. His total gain or earnings from the selling of his output is Rs. 200. He would earn an additional Rs. 300 in earnings if he hired a second worker. Thus, by hiring one additional laborer, he increases the total income or revenue by Rs. 100 (300–200); this increase in Rs. 100 is known as MRP (Marginal revenue productivity). In a market with perfect competition, a laborer would be paid to his marginal revenue productivity.
The new price exceeds their marginal productivity if the workers desire more than Rs. 100 (like 120, 125). As a result, the producer will hire fewer employees than before. The unemployed workers will drive down the salary to the equilibrium level when fewer workers receive better pay. In the long run, wages will typically tend to be equal to worker marginal productivity. The producer considers hiring extra workers in this scenario in order to increase his profit. Until salaries match workers' marginal productivity, this trend will continue.
The various flaws in marginal productivity have led to criticism of the concept. Here are a few of them:
Reference
Koutosoyianis, A (1979), Modern Microeconomics, London Macmillan
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