Lectures in Microeconomics-Charles W. Upton The Production Function Q=AK  L β.

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Presentation transcript:

Lectures in Microeconomics-Charles W. Upton The Production Function Q=AK  L β

The Production Function Production Functions A production function describes the relation between inputs and outputs.

The Production Function The Production Function for a Cake Inputs –Cake mix, one egg, cup of water –Use of mixing bowl, spoon, two cake tins, an oven –About an hour of time

The Production Function The Production Function for a Cake Inputs –Cake mix, one egg, cup of water –Use of mixing bowl, spoon, two cake tins, an oven –About an hour of time Outputs –One cake

The Production Function Production Functions We get technical –MRTS –Diminishing Returns to Proportion –Returns to Scale

The Production Function Production Functions We get technical Specify Inputs

The Production Function Production Functions We get technical Specify Inputs Specify Product

The Production Function Another View Inputs –One trip to the bakery

The Production Function Another View Inputs –One trip to the bakery Outputs –One Cake

The Production Function The Inputs As this example suggests, there is more than one way to bake a cake. What is the best (cheapest) way? We sometimes improperly specify inputs, and that leads us to miscalculate cost. Time costs matter here.

The Production Function A Mini Case Joe Smith Widget Works (JSWW) makes red, green and blue widgets. It buys the paint for $1 a widget.

The Production Function A Mini Case Joe Smith Widget Works (JSWW) makes red, green and blue widgets. It buys the paint for $1 a widget. A new cost accountant has concluded that it can make the paint for 75¢.

The Production Function A Mini Case Joe Smith Widget Works (JSWW) makes red, green and blue widgets. It buys the paint for $1 a widget. A new cost accountant has concluded that it can make the paint for 75¢. Should it make or buy?

The Production Function A Mini Case Buy JSWW has no advantage in making paint. If the numbers show it can make the paint for less, then the numbers are probably wrong.

The Production Function A Mini Case Buy JSWW has no advantage in making paint. If the numbers show it can make the paint for less, then the numbers are probably wrong. There are some exceptions. –Keep paint formula secret –Large costs in packaging the paint for shipping to JSWW

The Production Function What is the product? A Cake or a Pleasant Evening? A Computer or Computing Services An automobile or transportation services

The Production Function What is the product? IBM and the Computer Market –IBM initially dominated the market because it had the right level of service. –When the PC revolution hit, IBM’s service was out of date.

The Production Function What is the product? IBM and the Computer Market Automobiles –Firms don’t sell gas –Let independent dealers actually sell and service the cars.

The Production Function End ©2003 Charles W. Upton