The questions are: Is the increased rate of return sufficient to compensate shareholders for the increased risk? What is the optimal financial structure to maximize stock price and the firm's value?
Financial risk depends on two factors:
As a general proposition, financial leverage raises the expected rate of return, but at the cost of increased financial risk (and thus total risk). So, you are faced with a trade-off: if you use more financial leverage, you increase the expected rate of return, which is good, but you also increase risk, which is bad.
The degree of financial leverage (DFL) measures the financial risk.
It shows how a given percentage change in EBIT per share will affect EPS.
The equation above is developed as follows:
where:
I is a constant so ΔI = 0, therefore:
Now the percentage change in EPS is the change in EPS divided by the original EPS, which is:
DFL is defined as the percentage change in earnings per share (EPS) divided by the percentage change in EBIT.
Consider a company with EBIT = $100,000 and interest = $20,000. Its DFL = 100,000 / (100,000 - 20,000) = 1.25. Therefore, a 100% increase in EBIT would result in a 125% increase in EPS.
Unlike operating leverage, the degree of financial leverage is most often a choice by the company's management. Companies with a higher ratio of tangible assets to total assets may have higher degrees of financial leverage because lenders may feel more secure that their claims would be satisfied in the event of a downturn.
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