Cost of Capital Management Level Paper F 2

  • Slides: 45
Download presentation
Cost of Capital Management Level – Paper F 2 Advanced Financial Reporting Lecture -

Cost of Capital Management Level – Paper F 2 Advanced Financial Reporting Lecture - 004 Vidya Rajawasam ACMA CGMA MBA

Cost of Capital v We have already discussed the subject areas related to Long

Cost of Capital v We have already discussed the subject areas related to Long term finance. v In this lecture we will discuss on Cost of Capital.

Cost of Capital Cost of capital The Cost of Capital refers to the cost

Cost of Capital Cost of capital The Cost of Capital refers to the cost of funds used to finance a business. There are two modes of financing § Equity financing § Debt financing

Cost of Capital Cost of capital Many companies use combination of equity and debt

Cost of Capital Cost of capital Many companies use combination of equity and debt financing. Therefore, the need to find out the cost of equity and debt financing or cost of capital has become important.

Cost of Capital Cost of capital The overall cost of equity and debt financing

Cost of Capital Cost of capital The overall cost of equity and debt financing is calculated through the Weighted Average Cost of Capital. Which is known as WACC used as a discount rate in Net Present Value calculations.

Cost of Capital Cost of capital The WACC is derived by estimating cost of

Cost of Capital Cost of capital The WACC is derived by estimating cost of each source of finance separately. i. e. Cost of ordinary shares, preference shares, debt etc. . Then calculating the weighted average value of individual costs.

Cost of Capital Cost of capital The formula for WACC calculation is. . VE

Cost of Capital Cost of capital The formula for WACC calculation is. . VE ko = k e VD _______ + kd VE + VD _______ VE + VD

Cost of Capital The Cost of Equity - ke The rate of return expected

Cost of Capital The Cost of Equity - ke The rate of return expected by the ordinary shareholders on their investment. The main method of calculating the Cost of Equity is called the Dividend Valuation Model (DVM)

Cost of Capital The Dividend Valuation Model (DVM) This method determines the current share

Cost of Capital The Dividend Valuation Model (DVM) This method determines the current share price of the shares based on the future dividends, discounted at the rate of return required by the investors. There are two DVM models.

Cost of Capital The Dividend Valuation Model (DVM) With constant dividend d P 0

Cost of Capital The Dividend Valuation Model (DVM) With constant dividend d P 0 = ______ ke P 0 = the ‘ex div’ market price of the share d = Constant dividend , ke = Cost of Capital

Cost of Capital The Dividend Valuation Model (DVM) Therefore, ke calculation with constant dividend

Cost of Capital The Dividend Valuation Model (DVM) Therefore, ke calculation with constant dividend d ke = ______ P 0 = the ‘ex div’ market price of the share d = Constant dividend , ke = Cost of Capital

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, The Ex dividend or

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, The Ex dividend or ‘ex div’ value of the share price means, value of the share price just after dividend is paid. The share price just before the dividend is paid is known as ‘cum div’ price.

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, If the ‘cum div’

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, If the ‘cum div’ price is indicated in the question, we need to find the ‘ex div’ price by deducting the dividend to be paid for a share.

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, Example – A 20

Cost of Capital The Dividend Valuation Model (DVM) Exam focus, Example – A 20 cents dividend to be paid for a share which has a ‘cum div’ value of $ 3. 45, what is the ‘ex div’ price that can be entered into the DVM formula? Answer - $3. 45 - $ 0. 20 = $ 3. 25

Cost of Capital The Dividend Valuation Model (DVM) Example Smith plc’s shares are quoted

Cost of Capital The Dividend Valuation Model (DVM) Example Smith plc’s shares are quoted at $12 per share. A dividend payment of $0. 75 per about to be paid. There is no growth in dividends. Calculate the cost of equity ?

Cost of Capital Example, Application of formula, d ke = ______ P 0 =

Cost of Capital Example, Application of formula, d ke = ______ P 0 = the ‘ex div’ market price of the share d = Constant dividend , ke = Cost of Capital

Cost of Capital Example, Application of formula, . 75 ke = ______ 12 -.

Cost of Capital Example, Application of formula, . 75 ke = ______ 12 -. 75 ke = 6. 70%

Cost of Capital The Dividend Valuation Model (DVM) With constant dividend growth d 0

Cost of Capital The Dividend Valuation Model (DVM) With constant dividend growth d 0 ( 1 + g ) P 0 = _____ +g ke P 0 = the ‘ex div’ market price of the share. d 0 = current dividend, g= rate of growth.

Cost of Capital The Dividend Valuation Model (DVM) ke calculation with constant dividend growth

Cost of Capital The Dividend Valuation Model (DVM) ke calculation with constant dividend growth d 0 ( 1 + g ) ke = _____ +g P 0 = the ‘ex div’ market price of the share. d 0 = current dividend , g= rate of growth.

Cost of Capital The Dividend Valuation Model (DVM) Example Jaden plc’s shares are quoted

Cost of Capital The Dividend Valuation Model (DVM) Example Jaden plc’s shares are quoted at $4 per share. A dividend payment of $0. 30 per about to be paid. The expected growth rate of dividend is 5%. Calculate the cost of equity ?

Cost of Capital The Dividend Valuation Model (DVM) Example , Application of formula. .

Cost of Capital The Dividend Valuation Model (DVM) Example , Application of formula. . d 0 ( 1 + g ) ke = _____ +g P 0 = the ‘ex div’ market price of the share. d 0 = current dividend, g= rate of growth.

Cost of Capital The Dividend Valuation Model (DVM) Example , Application of formula. .

Cost of Capital The Dividend Valuation Model (DVM) Example , Application of formula. . 30 x 1. 05 ke = _____+0. 05 400 - 30 ke = 13. 5%

Cost of Capital Review MCQs The ordinary shares of ABX plc a UK listed

Cost of Capital Review MCQs The ordinary shares of ABX plc a UK listed company are quoted at $4 share. Ad dividend of $0. 30 is about to be paid by the company. There is no growth in dividends. Calculate the cost of equity? a) b) c) d) 8. 68% 8. 00% 8. 26% 8. 10%

Cost of Capital Review MCQs Application of formula, d ke = ______ P 0

Cost of Capital Review MCQs Application of formula, d ke = ______ P 0

Cost of Capital Review MCQs Application of formula, 30 ke = ______ 400 -

Cost of Capital Review MCQs Application of formula, 30 ke = ______ 400 - 30 ke = 8. 10%

Cost of Capital Review MCQs The ordinary shares of ABX plc a UK listed

Cost of Capital Review MCQs The ordinary shares of ABX plc a UK listed company are quoted at $4 share. Ad dividend of $0. 30 is about to be paid by the company. There is no growth in dividends. Calculate the cost of equity? a) b) c) d) 8. 68% 8. 00% 8. 26% 8. 10%

Cost of Capital Review MCQs ABX plc’s ordinary shares are quoted at $12 per

Cost of Capital Review MCQs ABX plc’s ordinary shares are quoted at $12 per share. Ad dividend of $0. 75 per share is about to be paid. The expected growth rate in dividend is 8%. Calculate the cost of equity? a) b) c) d) 15. 68% 15. 00% 15. 20% 14. 99%

Cost of Capital Review MCQs Application of formula. . d 0 ( 1 +

Cost of Capital Review MCQs Application of formula. . d 0 ( 1 + g ) ke = _____ +g P 0 = the ‘ex div’ market price of the share. d 0 = current dividend, g= rate of growth.

Cost of Capital Review MCQs Application of formula. . 75 x 1. 08 ke

Cost of Capital Review MCQs Application of formula. . 75 x 1. 08 ke = _____+0. 08 1200 - 75 ke = 15. 2%

Cost of Capital Review MCQs ABX plc’s ordinary shares are quoted at $12 per

Cost of Capital Review MCQs ABX plc’s ordinary shares are quoted at $12 per share. Ad dividend of $0. 75 per share is about to be paid. The expected growth rate in dividend is 8%. Calculate the cost of equity? a) b) c) d) 15. 68% 15. 00% 15. 20% 14. 99%

Cost of Capital The Cost of Preference Shares - kp The preference shares usually

Cost of Capital The Cost of Preference Shares - kp The preference shares usually pay a constant level of dividend. The value of the dividend is quoted as a percentage of nominal value of preference shares.

Cost of Capital The Cost of Preference Shares - kp The cost of preference

Cost of Capital The Cost of Preference Shares - kp The cost of preference shares can be calculated by the following formula. d kp = _____ P 0 d = constant dividend , P 0 = Ex div Market price, kp = cost of preference shares

Cost of Capital The Cost of Debt - kd The rate of return expected

Cost of Capital The Cost of Debt - kd The rate of return expected by the debt providers on the funds provided. The value of the debt is assumed to be the present value of its future cash flows.

Cost of Capital The Cost of Debt - kd The features are; – The

Cost of Capital The Cost of Debt - kd The features are; – The debt is tax deductable, i. e. the interest payments are made net of tax. – The debt is always quoted in $100 nominal blocks or units.

Cost of Capital The Cost of Debt - kd The features are; – The

Cost of Capital The Cost of Debt - kd The features are; – The interest payments are stated as a percentage of nominal value. – The interest rate is known as Coupon rate.

Cost of Capital The Cost of Debt - kd The features are; – The

Cost of Capital The Cost of Debt - kd The features are; – The amount of interest payable on debt is fixed. – The interest is calculated by the Coupon rate multiplied by the nominal value of the debt.

Cost of Capital The Cost of Debt - kd The features are; – The

Cost of Capital The Cost of Debt - kd The features are; – The is generally redeemable at par (Nominal Value) or at a premium or at a discount. – The interest amount can be fixed or floating (Variable) on borrowings.

Cost of Capital The Cost of Debt - kd The features are; – With

Cost of Capital The Cost of Debt - kd The features are; – With related to bonds, the interest rates remain fixed.

Cost of Capital The Cost of Debt (kd) – for Bank borrowings. The calculation

Cost of Capital The Cost of Debt (kd) – for Bank borrowings. The calculation is kd = r (1 -T) Where, r = annual interest rate T = Corporate tax rate.

Cost of Capital Review MCQs What statement is true with regard to cost of

Cost of Capital Review MCQs What statement is true with regard to cost of preference shares ? a) Preference shares does not pay any dividends. b) Preference shares not traded in stock markets. c) Preference shares usually pay a constant level of dividend.

Cost of Capital Review MCQs What statement is true with regard to cost of

Cost of Capital Review MCQs What statement is true with regard to cost of preference shares ? a) Preference shares does not pay any dividends. b) Preference shares not traded in stock markets. c) Preference shares usually pay a constant level of dividend.

Cost of Capital Review MCQs What statement is true with regard to features of

Cost of Capital Review MCQs What statement is true with regard to features of Debt? a) Debt is not tax deductible b) Debt is always redeemable at par. c) The amount of the interest payable on debt is fixed. d) Bonds generally pay floating interest rates.

Cost of Capital Review MCQs What statement is true with regard to features of

Cost of Capital Review MCQs What statement is true with regard to features of Debt? a) Debt is not tax deductible b) Debt is always redeemable at par. c) The amount of the interest payable on debt is fixed. d) Bonds generally pay floating interest rates.

Cost of Capital Lecture Summary - WACC - Cost of equity - Dividend Valuation

Cost of Capital Lecture Summary - WACC - Cost of equity - Dividend Valuation Models - Cost of preference shares - Cost of Debt

Cost of Capital Management Level – Paper F 2 Advanced Financial Reporting Lecture -

Cost of Capital Management Level – Paper F 2 Advanced Financial Reporting Lecture - 004 Vidya Rajawasam ACMA CGMA MBA