Q.(a) "Accommodating transactions are undertaken to maintain stability in the Balance of Payments Account." Justify the given statement with valid explanation.

Let’s start with something you already know from everyday life.

Suppose you buy a phone from a shop in another country. You pay in dollars. The shopkeeper now has dollars, not rupees. If you are a country, and you buy more from the world than you sell to it, the world ends up holding your currency — or you end up paying them in foreign currency (like dollars). Either way, the country’s central bank (the RBI in India) has to step in to settle the difference. That stepping in is what Official Reserve Transactions are about.

The precise meaning

Official Reserve Transactions are the purchases or sales of foreign exchange (dollars, euros, gold, SDRs, etc.) by a country’s central bank to balance the Balance of Payments (BoP).

The BoP has two main accounts: the Current Account (trade in goods, services, and transfers) and the Capital Account (financial flows like loans, investments). These two accounts must always sum to zero — but in practice, they don’t automatically balance. The difference is covered by the central bank’s official reserve transactions.

Or equivalently:

What each symbol means:

• Current Account: net earnings from exports minus imports, plus net transfers.
• Capital Account: net inflow of foreign investment minus outflow.
• Official Reserve Transactions: the change in the central bank’s stock of foreign exchange reserves.

If the sum of current and capital accounts is positive (a surplus), the central bank buys foreign exchange (adds to reserves). If the sum is negative (a deficit), the central bank sells foreign exchange (draws down reserves).

Why it matters

Official reserve transactions are the shock absorber of the external sector. They prevent the rupee from crashing or soaring uncontrollably when there is a temporary mismatch between dollars coming in and going out.

Example: India runs a trade deficit (imports > exports). Foreign investors also pull money out. The combined deficit means more dollars are leaving than entering. Without intervention, the rupee would depreciate sharply. The RBI steps in, sells dollars from its reserves, and supplies the missing dollars — keeping the exchange rate stable.

A word-picture to hold in mind

Imagine a weighing scale. On the left pan: all foreign exchange coming into India (exports, foreign investment, remittances). On the right pan: all foreign exchange leaving India (imports, foreign loans repaid, dividends sent abroad). The scale rarely balances perfectly.

The central bank stands next to the scale with a bucket of foreign exchange. If the left pan is heavier (surplus), the central bank adds weight to the right pan by buying dollars — that’s an increase in reserves. If the right pan is heavier (deficit), the central bank removes weight from the right pan by selling dollars — that’s a decrease in reserves.

The bucket itself is the Official Reserve Assets — and every time the central bank dips into it or adds to it, that’s an Official Reserve Transaction.

A common confusion (and how to avoid it) …

Let’s start with something you already know. Suppose you have ₹100 and you want to buy a toy that costs $2. If the exchange rate is ₹50 =$1, you can buy exactly one toy. Now imagine the rate changes to ₹100 = $1. Your ₹100 now buys only$1 — you can no longer afford the toy. The rupee has become weaker relative to the dollar. That’s the everyday feeling of a currency losing value.

What is Currency Depreciation?

Depreciation is the fall in the value of one currency in terms of another currency under a flexible (floating) exchange rate system. In this system, the market — supply and demand for currencies — decides the rate. If more people want to sell rupees and buy dollars, the rupee’s price falls. That’s depreciation.

Example: If the rate moves from ₹70/$to ₹80/$, the rupee has depreciated. Each dollar now costs more rupees.

What is Currency Devaluation?

Devaluation is the official reduction in the value of a currency by the government or central bank under a fixed exchange rate system. Here, the government pegs the currency to another currency (say, the dollar) and then deliberately lowers that peg.

Example: If the government had fixed ₹70/$and then announces a new fixed rate of ₹80/$, that’s devaluation.

Why Does It Matter? The Real Effects

1. Exports become cheaper, imports become costlier

When the rupee depreciates (or is devalued), Indian goods become cheaper for foreigners. A shirt that costs ₹500 earlier cost $10 at ₹50/$. Now at ₹100/$, it costs only$5. Foreign buyers buy more — exports rise.

But the reverse is painful. An imported laptop that cost $1000 earlier cost ₹50,000. Now it costs ₹1,00,000. Imports become expensive, hurting consumers and industries that rely on foreign raw materials.

2. Impact on the trade balance

If exports rise and imports fall, the trade deficit (exports minus imports) may shrink. But this is not guaranteed — if demand for imports is inelastic (people must buy them anyway), the import bill actually rises in rupee terms.

3. Inflation pressure

Since imported oil, machinery, and components cost more, production costs rise. Firms pass this on to consumers. This is called imported inflation.

4. Debt burden

If India has borrowed in dollars, a weaker rupee means we need more rupees to repay the same dollar debt. This increases the burden on the government and companies.

The Formula (Yes, there is one — but it’s simple)

The NCERT textbook does not give a separate formula for depreciation/devaluation itself. But the concept is tied to the exchange rate:

More commonly, we write it as:

If this number rises, the domestic currency (₹) has depreciated or been devalued.

There is also the percentage change formula:

Example: Rate goes from ₹70/$to ₹80/$.

The rupee has depreciated by 14.3% against the dollar.

A Diagram in Words

Draw a standard supply-and-demand graph for dollars. On the vertical axis, put “₹ per $” (the exchange rate). On the horizontal axis, put “Quantity of$”. …