Question

In: Economics

In the class discussion on the IS-LM model it was presumed that consumption (i.e. C) depended...

In the class discussion on the IS-LM model it was presumed that consumption (i.e. C) depended only on income (Y). In particular, we assumed

that C = c0 + bY, where c0 is a positive constant and b denote the marginal propensity to consume. However, it is plausible that consumption

may also depend on r. This would make sense if consumers borrow and r represents the cost of borrowing. Suppose that C = c0 + bY – qr, where

it is presumed that q > 0.   It follows that if q rises:

a.

fiscal policy will be more potent because there will be less crowding out

b.

fiscal policy will be less potent because there will be less crowding out

c.

fiscal policy will be less potent because there will be more crowding out   

d.

fiscal policy will be more potent because there will be more crowding out

Solutions

Expert Solution

Ans)-

Given, C = C0 + bY -qr

Now, if govt. uses fiscal policy, then the Aggregate demand in the economy will rise at a given interest rate, thus IS curve will shift rightwards and the output or income (Y) in the economy will rise at a given interest rate. Now if output in the economy rises, then the transactional demand for money (represented by ‘kY’) would also rise and since the money supply is constant in the economy thus the speculative demand for money (represented by ‘hr’) must fall because we know that at equilibrium “money supply = transactional demand + speculative demand”.

So, due to decrease in speculative demand i.e. demand for assets, bonds etc, the interest rate (r) would rise.   

Now, due to rise in interest rate, since q is rising, then qr would also rise sharply and thus consumption, C = C0 + bY -qr, would fall sharply or by larger magnitude and thus aggregate demand and then output (Y) in the economy would fall by larger magnitude.

And thus, we can say that the increasing ‘q’ leads to a more crowding out of income (Y). because output would fall by larger amount and this decreases the effectiveness of fiscal policy.

Hence, option ‘C’ is correct. i.e. fiscal policy will be less potent because there will be more crowding out.

NOTE: Income and output is same.


Related Solutions

It is presumed in the IS-LM model that: a.prices are fixed and output depends only on...
It is presumed in the IS-LM model that: a.prices are fixed and output depends only on supply b.prices are flexible and output depends only on supply c.prices are fixed and output depends only on expenditure d.prices are flexible and output depends only on expenditure
Calculate the government purchases multiplier for the full IS-LM model:   Consumption Function: C = 200 +...
Calculate the government purchases multiplier for the full IS-LM model:   Consumption Function: C = 200 + .5(Y-T) Investment Function: I = 1000 - 200r M/P = Y - 400r G = T = 400 ; M = 1200 ; P = 1 a.Write the simplified IS equation and the simplified LM equation. b.Solve for the equilibrium level of output and the interest rate. c.Government spending increases from 400 to 600. Solve for the equilibrium level of output and the interest...
Consider the following IS-LM model with a banking system: Consumption: C = 7 + 0.6YD Investment:...
Consider the following IS-LM model with a banking system: Consumption: C = 7 + 0.6YD Investment: I = 0.205Y − i Government expenditure: G = 10 Taxes: T = 10 Money demand: Md / P = Y / i Demand for reserves: Rd = 0.375Dd Demand for deposits: Dd = (1 − 0.2)Md Demand for currency: CUd = 0.2Md This says that consumers hold 20% (c = 0.2) of their money as currency and the required reserve ratio is 37.5%...
Suppose our IS/LM model from class is adjusted so that y = c (y – T,...
Suppose our IS/LM model from class is adjusted so that y = c (y – T, confidence) + I (I + premium, confidence) + G m/p= L (i, y) i = Federal Funds rate Suppose the government takes action to improve the solvency of the financial system. Assume that there is an unusually high premium added to the federal funds interest rate when firms borrow at the moment. If the government action is successful, and banks become more willing to...
1. In the IS-LM model we studied, a cut in tax will make consumption ____ and...
1. In the IS-LM model we studied, a cut in tax will make consumption ____ and investment ____. rise, not change fall rise, not change, rise rise, rise fall, fall rise, fall 2. In the AS-AD model of chapter 10, a rise in velocity leads to a ___ in the short run and a ____ in the long run. rise in output, rise in price fall in output, rise in price rise in output, fall in price rise in price,...
As a review of the theoretical discussion of the IS-LM-BP model, do the following exercises: a)...
As a review of the theoretical discussion of the IS-LM-BP model, do the following exercises: a) Using the IS-LM-BP model, explain the effect of restrictive monetary policy on output when there is a flexible exchange rate regime and perfect capital mobility. b) How does the analysis in (a) changes if there is not perfect capital mobility? c) Using the IS-LM-BP model, explain how, with a fixed exchange rate regime, the government can reduce unemployment with a combination of expansionary fiscal...
Querstion 1: This problem asks you to analyze the IS–LM model algebraically. Suppose consumption is a...
Querstion 1: This problem asks you to analyze the IS–LM model algebraically. Suppose consumption is a linear function of disposable income: C (Y−T)=a+b (Y−T), where a>0 and 0<b<1. The parameter b is the marginal propensity to consume, and the parameter a is a constant sometimes called autonomous consumption. Suppose also that investment is a linear function of the interest rate: I(r)=c−dr, where c>0 and d>0. The parameter d measures the sensitivity of investment to the interest rate, and the parameter...
Explain the IS-LM model?
Explain the IS-LM model?
We will assume that consumption depends primarily on disposable income (i.e. C = C(Y −T)). It...
We will assume that consumption depends primarily on disposable income (i.e. C = C(Y −T)). It seems likely that in addition to disposable income, the real interest rate also influences consumption decisions. To show this, we could write the consumption function as C = C(Y −T,r), where consumption is increasing in disposable income but decreasing in the real interest rate. Answer the following questions: (a) Provide an intuitive explanation for why consumption might decrease as r increases. (b) Explain how...
​This problem asks you to analyze the IS-LM model algebraically. Suppose consumption is a linear function of disposable income:
This problem asks you to analyze the IS-LM model algebraically. Suppose consumption is a linear function of disposable income: C(Y - T) = a + b(Y - T), where a > 0 and 0 <b< 1. The parameter b is the marginal propensity to consume, and the parameter a is a constant sometimes called autonomous consumption. Suppose also that investment is a linear function of the interest rate: I(r) = c-dr, where c> 0 and d > 0. The parameter d measures the sensitivity...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT