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Does leverage increase the total size of the gain or loss from an investment, or just the percentage rate of return on the part of the investment amount that was not borrowed? How would lowering leverage make the financial system more stable?

Short Answer

Expert verified

The leverage increases the total size of profit or loss from an investment.

If leverages are lowered in the financial system, neither the profit nor the loss will be too high to create a financial imbalance, and the system would be more stable.

Step by step solution

01

Explanation for the increase in the size of profit or loss on an investment

The leverage magnifies the total size of gain or loss on an investment. It depends on the leverage size and the gap between leverage amount and total investment. It can be well explained through an example.

A bank either borrows money from the depositors or the shareholders purchase assets of the banks and source the funds. Considering that the bank borrows from depositors at a 0% interest rate, the bank will need to return the exact amount borrowed.

Suppose a bank invests $500, out of which $400 are borrowed, and $100 are sourced from the shareholder’s purchase of bank assets and stocks. If things turn out to be fruitful, the investment will yield a profit of 20%. If things go wrong, the investment will face a loss of 10%.

Thus, the investment will yield $600 in case of profit which will be precise enough to pay off the loan and will give a return of 100% on the bank’s own money, that is, $100 from shareholders’ purchase of assets. In vice-versa situations, the bank will earn only $450, enough to pay off the loan, with a total loss of $50 on its own money. The bank will face a loss of 50% on its investment sourced from the shareholders.

However, if the bank had borrowed $470, the bank’s profit after repaying the loan, in all favorable situations, would be 333.33%. On the contrary, a loss of $50 will not be sufficient to pay off the loan. The bank will lose 100% of its investment ($30) and will be in debt for $20.

Hence, the leverage size has magnified an investment’s total gain and loss.

02

Impact of lowering leverage on the financial stability

The large size of leverage on banks increases the bank’s profit. That’s why the banks prefer higher leverages. However, if the bank undergoes a loss and its NPAs increase, it transfers the burden to the government. The government uses the taxpayer’s money to offset the bank’s liabilities.

If banks reduce the leverages it takes, neither the profits nor the losses will be too high. Thus, the government will not have to bear the loss of its income, and the financial system will also be more stable.

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Most popular questions from this chapter

How would a decrease in the reserve requirement affect the (a) size of the monetary multiplier, (b) amount of excess reserves in the banking system, and (c) extent to which the system could expand the money supply through the creation of checkable deposits via loans?

The actual reason that banks must hold required reserves is:

  1. To enhance liquidity and deter bank runs

  2. To help fund the Federal Deposit Insurance Corporation, which insures bank deposits

  3. To give the Fed control over the lending ability of commercial banks.

  4. To help increase the number of bank loans

Suppose that the Fed has set the reserve ratio at 10 percent and that banks collectively have \(2 billion in excess reserves. What is the maximum amount of new checkable-deposit money that can be created by the banking system?

  1. \)0

  2. \(200 million

  3. \)2 billion

  4. $20 billion

Suppose again that Third National Bank has reserves of \(20,000 and checkable deposits of \)100,000. The reserve ratio is 20 percent. The bank now sells \(5,000 in securities to the Federal Reserve Bank in its district, receiving a \)5,000 increase in reserves in return. What amount of excess reserves does the bank now have? By what amount does your answer differ (yes, it does!) from the answer to problem 3?

Suppose the following simplified consolidated balance sheet is for the entire commercial banking system and that all figures are in billions of dollars. The reserve ratio is 25 percent.

a. What is the amount of excess reserves in this commercial banking system? What is the maximum amount the banking system might lend? Show in columns 1 and 1′ how the consolidated balance sheet would look after this amount has been loaned. What is the value of the monetary multiplier?

b. Answer the questions in part a assuming the reserve ratio is 20 percent. What is the resulting difference in the amount that the commercial banking system can loan?

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