Hi bomber,
Thanks for an interesting question that made me dust off my economics
books.
The answer lies in the definition of the investment component of the
aggregate demand function.
As I'm sure you're aware, Y = C + G + I + (X - IM); for more of an
explanation of this equation, see this FAQ for principles of
economics:
URL: http://go.dbcc.edu/learningcenter/eco5.html
Of importance for us is the fact that the I in this equation
represents only business investment.
When the government makes a transfer payment to me of $x, aggregate
consumption C increases by my marginal propensity to consume (MPC)
times $x.
Marginal propensity to consume is the proportion of the increase in
income (ie from a transfer payment) that is spent (as opposed to
saved), as explained in the economics faq linked to above.
Thus, direct government spending on digging holes increases aggregate
demand by the amount spent. However, government transfer payments
increase aggregate demand by only the marginal propensity to consume
times the amount of the transfer. Because marginal propensity to
consume may be very low if people are saving a lot in anticipation of
rougher times ahead, transfer payments can be very ineffective.
I hope you find this information useful, and feel free to request
clarification. If you do require clarification, please allow me to
provide it before you rate this answer.
Hoping I was helpful,
not_you-ga
Search Strategy (on Google):
"basic economics equations consumption government expenditures
aggregate demand"
"keynes transfer payments ineffective" |