Overshooting model of exchange rate developed by economists Rudi Dornbush, attempts to establish
Relationship between sticky prices and volatile exchange rates
The question asks what the overshooting model of exchange rate, developed by economist Rudi Dornbusch, attempts to establish. This model is a key concept in international finance and macroeconomics, specifically dealing with how exchange rates react to economic shocks, particularly monetary policy changes.
Rudi Dornbusch developed the overshooting model in the 1970s. It was designed to explain why exchange rates often appear much more volatile than the prices of goods and services. The central idea is that while financial markets (like the foreign exchange market) adjust very quickly, prices for goods and services (like consumer prices) adjust slowly, or are "sticky".
Here's a simplified breakdown of the model's assumptions and mechanism:
Consider a scenario where the central bank unexpectedly increases the money supply. According to standard economic theory, this should lead to inflation and a depreciation of the currency in the long run. However, because prices are sticky in the short run, the full inflationary effect doesn't happen immediately.
Now, here's where overshooting comes in. Because prices are sticky, the expected future exchange rate (which depends on the long-run price level) doesn't adjust fully or instantly. To restore equilibrium in the asset market (specifically, to satisfy the interest rate parity condition, which links interest rate differentials to expected exchange rate changes), the *immediate* depreciation of the exchange rate must be *larger* than the long-run depreciation predicted by the monetary shock alone. The exchange rate "overshoots" its new long-run equilibrium level.
Over time, as goods prices gradually adjust upwards in response to the monetary expansion, the real money supply returns towards its long-run level, domestic interest rates rise back up, and the exchange rate appreciates from its temporarily depreciated, overshot level back towards its less depreciated, long-run equilibrium level.
Let's look at the given options in light of the Dornbusch overshooting model:
The fact why the foreign exchange market is never in equilibrium
This is not what the model establishes. The model assumes that asset markets, including the foreign exchange market, are in equilibrium in the short run. The overshooting is the mechanism through which this equilibrium is achieved under sticky prices.
Relationship between sticky prices and volatile exchange rates
This aligns directly with the core of the model. The model demonstrates that because goods prices are sticky and exchange rates are flexible (asset prices), a shock (like a monetary policy change) causes the flexible exchange rate to overshoot its long-run level in the short run, leading to greater volatility in exchange rates compared to goods prices. This option accurately describes the central relationship explored by the model.
The fact that forward rates of exchange are no good predictors of future spot rates of exchange
While the overshooting model has implications for exchange rate expectations and how they relate to interest rate parity, its primary focus is not on testing the efficiency of forward rates as predictors. That's a related but distinct area of research often linked to concepts like the forward premium puzzle, which came later or is a separate phenomenon.
No relationship between sticky prices and volatile exchange rates
This is contrary to the fundamental conclusion of the Dornbusch model, which explicitly establishes a strong relationship between sticky prices and exchange rate volatility.
Based on the analysis of how the model works, it's clear that Rudi Dornbusch's overshooting model was designed precisely to explain the observed phenomenon of high exchange rate volatility and link it to the differential speed of adjustment between asset markets (exchange rates) and goods markets (prices). The model establishes a significant relationship between sticky prices and volatile exchange rates.
| Concept | Description | Relevance to Overshooting |
|---|---|---|
| Sticky Prices | Goods prices adjust slowly to shocks. | Crucial assumption causing the exchange rate to bear the brunt of the initial adjustment, leading to overshooting. |
| Flexible Exchange Rates | Exchange rates adjust instantly in asset markets. | Allows for rapid adjustment and overshooting in response to shocks before goods prices change. |
| Overshooting | Short-run exchange rate change is larger than its long-run change following a shock. | The core prediction of the model, explaining exchange rate volatility. |
| Monetary Shock | An unexpected change in the money supply. | A common trigger analyzed in the model to demonstrate the overshooting mechanism. |
The Dornbusch overshooting model was a significant step forward from earlier exchange rate models, such as the simple purchasing power parity (PPP) theory, which assumed that exchange rates adjust to equalize the prices of goods across countries. The PPP theory struggled to explain short-term exchange rate movements because it relied on goods prices adjusting quickly. Dornbusch's model addressed this by incorporating the realistic assumption of sticky goods prices alongside rapidly adjusting asset markets.
Other exchange rate models exist, including:
The Dornbusch model remains influential for its elegant explanation of short-run exchange rate volatility driven by the differential speed of price adjustment.
Consider the following :
1. Foreign currency convertible bonds
2. Foreign institutional investment with certain conditions
3. Global depository receipts
4. Non-resident external deposits
Which of the above can be included in Foreign Direct Investments?
Procedure for online trading involve(s) which of the following step(s)?
I. Make an application to open a Demat Account and Online Trading Account.
II. Allocate funds from the bank account to the trading account.
III. Once the order is confirmed, it is placed in the stock exchange through the online trading system.
What is the idea that a country should be self-sufficient and not participate in international trade called?
According to Harrod-Domar growth model for the full capacity use of capital and labour or for full employment it is necessary that
When the exchange rate changes from 1$ = Rs. 72 to 1$ = Rs. 68, then the:
A. Rupee has depreciated
B. Dollar has depreciated
C. Rupee has appreciated
D. Dollar has appreciated
Choose the correct answer from the options given below: