Productivity Output And Employment Flashcards
(82 cards)
What is production function =
Y= AF(K,N)
Two main properties of production function
Slopes upwards - more input produces more output
Slope become flatter - diminishing marginal product as input increases
Assumptions of MPK
MPK is positive
MPK declines as k increases
Assumptions for MPN
Always positive
MPN declines as N increases
What does an increase in A imply
Increase in MPK /MPN
What happens to MPN when k rises
MPN also rises
Supply shock
Change in economy production function.
What do I supply shocks affect
The amount of output that can be produced for given quantities of labour and capital
Supply shock examples
Technology innovation
Discovery of new oil reserves
Changes in oil price
Changes in governments regs
What does a positive supply shock do
Increase the values of both MPK and MPN
Hat does a positive supply shock do to parameter A
Increase productive parameter A
How much labour do firms choose to use
Hold capital fixed and do analysis
Compare similar workers and firms
Whether labour market is competitive
To max profits
Short run time horizon
The time period during which aggregate output and employment can change but before prices and wages respond to changes in economy wide output and employment levels
Short form of short run time horizon
Economy’s price level and wage rate do not change to macroeconomic conditions and policies in short run
Real wage rigidity
Real wage rate moves too little in response to aggregate labour market
Price stickiness
Tendency of prices to respond slowly to changes in economy
Medium run time horizon
Time period during which prices and wages can respond to changes in aggregate output and employment
What can be investigated in medium run analysis
Consequences of changes in technology
What can long run analysis do
Investigate the causes of productivity growth and why it might change
Long run analysis
We allow for growth in the population, capital stock and improvement in tech
Firms profit function =
Price * output - nominal wage* labour
Derivative of profit with respect to labour =
Price* MPN - nominal wage
Optimality condition for MPN =
Nominal wage / price
When MPN > nominal wage =
Or when MRPN > w
Increase quantity of labour demanded