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Capital structure and financial ratios

VIVA Subject Guide

1 Introduction

The purpose of this chapter is to consider the choice between raising finance from equity or from debt and discuss the best capital structure for a company. In addition we will summarise various key financial ratios.

2 Financial Gearing

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2.1 Definition

Financial gearing measures the proportion of a company’s financing that comes from debt as opposed to equity.

The attraction of debt finance is that lenders are likely to require a lower return than shareholders because an investment in debt is less risky than an investment in shares. In addition, debt interest payable by the company is normally allowable for tax which makes the net cost even lower.

However, the reason that companies do not automatically raise as much of their finance from debt as possible is that increasing the amount of debt in a company (or increasing the gearing) creates more risk for the shareholders.

The reason for the increase in risk to shareholders is that fixed interest must be paid each year before the company is able to pay dividends.

Two companies, U and G, are both generating operating profits (before interest) of $100. U is an ungeared company (with no debt finance) whereas G is a geared company and has to pay debt interest of $30 p.a..

Tax is payable at 30%, and both companies distribute all available earnings as dividend.

U

G

Profits

100

100

Debt Interest

–

30

100

70

Tax @ 30%

(30)

(21)

Available for shareholders

70

49

Calculate the % change in dividends that will result in both companies, if profits were to fall by:

(a)   20%

(b)   40%

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Answer to Example 1

(a)

U

G

Profits

80

80

Debt Interest

–

30

80

50

Tax @ 30%

(24)

(15)

56

35

Fall in dividend of

U:

70 – 56

= 20%

70

G:

49 – 35

= 29%

49

(b)

U

G

Profits

60

60

Debt Interest

–

30

60

30

Tax @ 30%

(18)

(9)

42

21

Fall in dividend of

U:

70 – 42

= 40%

70

G:

49 – 21

= 57%

49

Measures of financial gearing

There are two standard ways of calculating the gearing ratio.

It can be defined as either:

Gearing ratio

    or alternatively:

Gearing ratio


Either measure can be used (unless the examination specifies one measure). The result will differ depending on which measure is used, but in both cases the figure will increase with higher proportions of debt.

Gearing is best measured using market values for debt and for equity. If, however, market values are not available then use Statement of Financial Position values.

Lavetal plc has the following summarised Statement of Financial Position:

Non-current assets

200,000

Current assets

50,000

250,000

Share Capital (10c shares)

10,000

Reserves

130,000

140,000

Debentures

100,000

Current liabilities

10,000

250,000

The market values at date of the Statement are:

Shares:     $2.20 per share
Debentures:   95 p.c.

Calculate the gearing ratio of Lavetal using:
(a)   book values
(b)   market values

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Answer to Example 2

(a)   Book values:

Gearing =

100,000

= 42%

100,000 + 140,000

(b)   Market values:

Gearing =

95,000

= 30%

95,000 + 220,000

3 Operating Gearing

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3.1 Fixed operating costs

With financial gearing, it is the fixed interest payments that create the extra risk for shareholders.

However, companies may have fixed operating costs due to the way they have structured their operating costs between fixed costs and variable costs. More fixed operating costs increase the risk for the shareholders in exactly the same way as do fixed interest costs.

Companies A and B both have sales of $100,000 p.a. and costs of $60,000 p.a..

However company A has structured its costs such that $50,000 are variable and $10,000 are fixed, whereas B has variable costs of $20,000 and fixed costs of $40,000.

A

B

Sales

100,000

100,000

Variable costs

50,000

20,000

Fixed costs

10,000

40,000

60,000

60,000

Profit

40,000

40,000

Calculate the % change in profits in both companies that results from:
(a)   an increase in sales volume of 10%
(b)   a reduction in sales volume of 20%

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Answer to Example 3

(a)

A

B

Sales

110,000

110,000

Variable costs

55,000

22,000

Fixed costs

10,000

40,000

65,000

62,000

Profit

45,000

48,000

Increase in profit:

A:

5,000

= 12.5%

40,000

B:

8,000

= 20%

40,000

(b)

A

B

Sales

80,000

80,000

Variable costs

40,000

16,000

Fixed costs

10,000

40,000

50,000

56,000

Profit

30,000

24,000

Decrease in profit:

A:

10,000

= 25%

40,000

B:

16,000

= 40%

40,000

As with financial gearing, the profits of the company with the higher proportion of fixed costs is more risky than the other.

A company has flexibility as to how to structure its costs. For example, staff costs can be fixed by employing staff on annual contracts, or can be variable by employing staff on a day-to-day basis.

In times of growth it will be advantageous to have a high proportion of fixed costs and a low proportion of variable costs. However, in times of recession the opposite is true.

Take the figures the statements give you: long-term borrowing only in the debt figure, so trade payables and other current liabilities stay out, and the operating profit as reported rather than one rebuilt from the cost lines. Then answer the half that marks usually go missing on — what the ratio means for this company. Financial gearing makes dividends swing further when profit moves and operating gearing makes profit swing further when sales move, so a rise in either is a rise in the risk a lender is being asked to take.

3.2 Measures of operating gearing

There is no standard measure of operating gearing, however the suggested measure is as follows:

Operating gearing

4 Other financial ratios

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Statement of Financial Position at 31 December

2002

2001

Non-current assets

300,000

320,000

Current assets

80,000

70,000

380,000

390,000

Ordinary Share capital (10c shares)

60,000

60,000

7% Preference shares ($1 shares)

40,000

40,000

Reserves

160,000

140,000

260,000

240,000

6% Debentures

100,000

100,000

Current liabilities

20,000

50,000

380,000

390,000

Statement of Profit or Loss for the year ended 31 December

2002

2001

Sales

510,000

480,000

Profit before interest and tax

52,000

49,000

Interest

6,000

6,000

Profit before tax

46,000

43,000

Tax

12,000

10,000

Net profit after tax

34,000

33,000

Dividends:

Ordinary shares

20,000

15,000

Preference shares

2,800

2,800

Retained profit

11,200

15,200

The market values at 31 December:

2002

2001

ordinary shares

$0.83

$0.72

preference shares

$0.90

$1.01

6% debentures

$110

$118

Calculate (for each of the two years) the following ratios:

Debt holder ratios:

  • Interest cover

  • Interest yield

Shareholder ratios:

  • Dividend per share

  • Dividend cover

  • Dividend yield

  • Earnings per share (EPS)

  • Price earnings ratio (P/E ratio)

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Answer to Example 4

2002

2001

Interest cover

52,000

= 8.67

49,000

= 8.17

6,000

6,000

Interest yield

6,000

= 5.45%

6,000

= 5.08%

110,000

118,000

Dividend per share

20,000

= $0.03

15,000

= $0.025

600,000

600,000

Dividend cover

34,000 – 2,800

= 1.56

33,000 –2,800

= 2.01

20,000

15,000

Dividend yield

20,000

= 4%

15,000

= 3.5%

498,000

432,000

Earnings per share

34,000 – 2,800

= 5.2p

33,000 –2,800

= 5.03p

600,000

600,000

P/E ratio

83

= 16

72

= 14

5.2

5.03

Practice questions

Capital structure and financial ratios (gearing)

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