In some cases, markets:
All patents and copyrights:
A patent should cover a long enough period of time:
The benefits of technology spillovers:
A problem with direct government support of research and development is:
Government policies can increase the incentives to innovate, such as:
The appropriate public policy response to a positive externality is to:
Rapid growth in technology has increased our ability to:
Public goods:
Most of the gains in life expectancy of the human race:
An innovative firm knows that it will usually have:
Why will flu shots go under produced and under consumed?
New knowledge often becomes a:
If there is no way for the company to fully enjoy the total benefits of innovation:
What are the defining characteristics of public goods?
The reason for requiring immunizations is:
An incentive that does not involve the government’s close scrutiny of specific projects is:
How much of the total economic benefits from innovations does the original inventor receive?
To reduce the number of free riders and to collect resources for the public goods, we:
Much technology of today is a spillover product of:
These often spark other creative endeavors that society also values.
Who is the primary recipient of the estimated returns to education?
1. Show using the IS-LM graph the impact of an expansionary fiscal policy if the LM curve is vertical. If you were the Economic Planner in this country, how would you implement the fiscal policy without causing any crowding out of private investment? (You may insert a snapshot of the graph if drawn manually) (5 marks).
1. Suppose the IS curve is Y = 39XX-100i and Y = 1500 + 250i is the LM curve, where XX is the last two digits of your ID number. Using these compute:
a) The equilibrium interest rate and output (i*and Y*).
b) If government spending was increased by 100m with an immediate impact elasticity of 2.5 in the goods market, determine new income and interest rate.
c) Determine the impact of the above policy on private investment if it is known that di/dA = XX/100, where XX is the last two digits of your ID number.
d) Determine the magnitude of the change in money supply required to eliminate any crowding out effect in (c) above. Suppose di/dMs = -0.1X, where X is the last digit of your ID number.
e) Explain the dynamics represented in (a-d) using an IS-LM space. (You may insert a snapshot of the graph if drawn manually).
1. Drive the AD (Aggregate Demand) curve using the following: IS curve is given as Y = 20XX-100i, LM1 is Y= 1000+25i (when P = 1) and LM2 is Y = 500+25i (when P =2), where XX is the last two digits of your student ID number. Show the derivation in (interest rate-income) and (price level-income) spaces. (You may insert a snapshot of the graphs if drawn manually).
1. Drive the AD (Aggregate Demand) curve using the following: IS curve is given as Y = 20XX-100i, LM1 is Y= 1000+25i (when P = 1) and LM2 is Y = 500+25i (when P =2), where XX is the last two digits of your student ID number. Show the derivation in (interest rate-income) and (price level-income) spaces. (You may insert a snapshot of the graphs if drawn manually).