What would be the impact on the economy if people start holding more currency in hand and less in deposits?
Money multiplier will decrease
Let's explore what happens in the economy when people decide to hold more of their money as physical currency rather than depositing it in banks. This change in behavior has a direct impact on how the banking system can create money, which is often described using the concept of the money multiplier.
Money in an economy exists primarily in two forms held by the public:
Banks play a crucial role in the economy by accepting deposits and then lending out a portion of these deposits. This lending process is how banks create new money (credit).
The money multiplier shows how much the total money supply can change for every unit change in the monetary base (high-powered money). The monetary base includes currency held by the public and reserves held by banks at the central bank or in their own vaults.
A simplified view of the money multiplier (\(\(m\)\)) depends on two main ratios:
The formula for the money multiplier is:
\(m = \frac{1 + cdr}{rr + cdr}\)
The question describes a scenario where people start holding more currency in hand and less in deposits. This directly affects the currency-deposit ratio (\(cdr\)).
Now let's look at the money multiplier formula again:
\(m = \frac{1 + cdr}{rr + cdr}\)
Assuming the reserve ratio (\(rr\)) remains constant, let's see how an increase in \(cdr\) affects \(m\). Both the numerator (\(1 + cdr\)) and the denominator (\(rr + cdr\)) increase when \(cdr\) increases. However, the denominator increases proportionally more than the numerator because \(rr\) is added to \(cdr\) in the denominator, while 1 is added to \(cdr\) in the numerator (and \(rr\) is typically less than 1). Alternatively, we can think of it this way: an increase in \(cdr\) means a larger portion of the monetary base is held by the public as currency, which does not support bank lending, instead of being deposited in banks, which does. Therefore, the base available for banks to create credit shrinks relative to the total money supply potential.
Mathematically, if \(cdr\) increases, the value of the fraction \(\(\frac{1+cdr}{rr+cdr}\)\) decreases, assuming \(rr > 0\).
Thus, an increase in the currency-deposit ratio (\(cdr\)) leads to a decrease in the money multiplier (\(m\)).
A lower money multiplier means that for every unit of the monetary base, the banking system can create less money through lending. This slows down the process of credit creation and reduces the overall money supply in the economy, assuming the monetary base does not change.
Therefore, the most direct and certain impact of people holding more currency in hand and less in deposits is a decrease in the money multiplier.
| Action | Impact on Ratio | Impact on Money Multiplier |
|---|---|---|
| People hold more currency, less deposits | Currency-Deposit Ratio (\(cdr\)) increases | Money Multiplier (\(m\)) decreases |
| Term | Definition/Role | Relevance to Money Multiplier |
|---|---|---|
| Currency in Hand | Physical cash held by the public. | Part of the numerator in the Currency-Deposit Ratio. Does not directly contribute to bank reserves or lending. |
| Bank Deposits | Money held by the public in bank accounts. | Part of the denominator in the Currency-Deposit Ratio. Forms the base for bank reserves and lending. |
| Currency-Deposit Ratio (\(cdr\)) | Ratio of currency held by public to bank deposits. | Reflects public preference for cash vs. deposits. Higher \(cdr\) means less money in banks, reducing the multiplier. |
| Reserve Ratio (\(rr\)) | Fraction of deposits banks hold as reserves. | Determined by regulations and bank decisions. Higher \(rr\) means less money lent out, reducing the multiplier. |
| Money Multiplier (\(m\)) | Ratio of money supply to monetary base. | Indicates how much the money supply expands based on the monetary base. Affected by \(cdr\) and \(rr\). |
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