Marginal Revenue Productivity Theory of Wages According to WikiAnswers

An analysis would appreciated, thanks.

http://wiki.answers.com/Q/Briefly_outline_the_theory_of_marginal_revenue_productivity_and_then_examine_the_criticisms_of_the_theory

In current dollars.

  • Not required whatsoever. The firm will notice the more skilled laborer and will presumably try to keep him/her. If they don’t, the laborer can move on to more ‘profitable’ ventures.
  • Firms do have buying power, but they compete amongst themselves, which ultimately causes real wages to rise.
  • Helps, but is not necessary. Trade unions disrupt this process.
  • Not needed at all, that’s the point of price mechanism and competition.
  • That’s only needed for full employment. If this condition does not hold, then there will be frictional unemployment, but it has nothing to do with the remuneration to labor.

It doesn’t matter, workers get paid before the fact, that is, before the production process is complete. In the beginning of capitalist production (the early 18th century), it is likely, maybe even expected, that workers get paid less than their productivity, but competition and capital accumulation brings the wage level to equilibrium position. The fall in prices of the finished goods is really a problem for the capitalists, and then the workers if the capitalists productions are not warranted or demanded by society (but they can get another job, though this does put the laborer in a worse position, at least temporarily). Alterations in the price mechanism, especially the interest rate, will cause entrepreneurs to engage in unwarranted and ultimately unprofitable ventures–the ABCT.

An increase in the supply of laborers will translate into a lower marginal product of each additional laborer causing wages to fall. But as marginal product of labor falls, output still rises, causing the marginal product of capital to increase, which leads to an increased demand for capital. Once more capital is procured, labor demand will increase once again. Capital determines wealth, incomes, and everything else basically.

Everything else is okay.

I would also like to add that the mainstream neo-classical’s use production functions when determining wage rates, which will equal the equilibrium position, but this is not what you should expect in the real world. There may be times when capital accumulation is rapid and dramatic (increased savings), which would translate into wage levels above the equilibrium position (what mainstream economists call “quasi-rents” or Adam Smith’s “bargaining theory of wages”). The price level fluctuates around the equilibrium position, and is never really at it (which is true as a rule), especially with the disturbances our economy faces.

To the Capital Pumper.

Based on the original question (outline the theory or marginal revenue productivity), I would have guessed that it was asking how marginal revenue productivity can be used to evaluate the demand of labor. In other words, that “labor supply considerations” were irrelevant (which seems to be the point at the end of the post). However, through out the post there are frequent references to factors that only influence labor supply. If there is a different intention of the post (maybe to explain the entire labor market or maybe to explain some example of in the history of economic thought), that probably needs to be cleared up.

Also, I might have added a mathematical derivation of marginal product. Or maybe just simply say that “the marginal product of labor is the first derivative of the production function with respect to labor”.

There are some other tweaks to recommend, some similar to what Esuric has already pointed out. However, I believe Esuric has gotten a few things slightly off, so let me help clear his comments as well as recommend changes for you Capital Pumper.

First, Capital Pumper, I am not sure what you mean by saying that “the MRP theory is based on a competitive labor market”. One can easily use the same tools to study non-competitive labor markets. To help you see what I mean, here is an example marginal analysis being used to study an example of monopsony in the labor market. Maybe I am just misunderstanding what you’re saying.

http://en.wikipedia.org/wiki/Monopsony#Static_monopsony_in_a_labor_market

Esuric, I will address each of your bullet points in the order you provided.

  • Not exactly. You are correct that marginal productivity theory can easily handle differences between skilled and unskilled workers. Mathematically, you would simply write the production function to include two types of labor input–skilled and unskilled labor. For example, Q = f(Ls, Lu, K) where Ls is skilled labor and Lu is unskilled labor. Then you would take the first derivative of the function with respect the two types of labor to get the marginal productivity function of each. However, within each of these labor categories, workers must be assumed to be somewhat homogeneous for the function to be continuous.
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  • Sort of. I think the point is only that an individual firms labor purchases will not impact the wage rate, which your right is a result of competition in the labor market. I think you’re both just saying the same thing in different ways.

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  • Trade unions are irrelevant for deriving the demand of labor. Trade unions are typically about restricting the supply of labor, so this bullet point should probably be dropped (or maybe clarified if I am misinterpreting).
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  • I disagree. If you cannot measure the change in output from hiring an additional worker, you cannot measure marginal productivity. And it is my understanding we are attempting to discuss how the demand for labor is derived, which is only one side of the market for labor. So I am not sure how market mechanisms and prices would help you.
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  • I agree that this point is irrelevant to the point of the post at hand, but labor does not need to be fully elastic for there to be full employment. Unemployment is measured as the number of individuals that are not employees by currently seeking work. Unemployment would be zero if the labor market is in equilibrium, regardless of the elasticity of the supply of labor. This is because the individuals that are willing to work at the current wage rate are employed. Individuals not willing to work at current wages rates would not be seeking employment and would therefore not be counted as unemployed. However, you are right that in the real world static equilibrium is never achieved and there will always been some “frictional” unemployment as people move jobs and other things. However, I do not believe this has anything to do with the elasticity of labor.

Crap, gotta run but hopefully this helps. Have a good day everyone! :slight_smile:

Is he using worker interchangeably with labour? What makes him think that MRP requires the assumption that workers be homogeneous?

Yeah, I thought as much.

Could you elaborate?