Update on Merger with Polymetals - Notice of Meeting
Update on Merger with Polymetals - Notice of Meeting
Update on Merger with Polymetals - Notice of Meeting
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APPENDIX 3 – DISCOUNT RATES<br />
SXG<br />
We have derived a discount rate for SXG to apply to the future cash flows <strong>of</strong> the Marda Project prior to<br />
the Transacti<strong>on</strong> <strong>on</strong> a stand al<strong>on</strong>e basis as set out below.<br />
Determining the correct discount rate, or cost <strong>of</strong> capital, for a business requires the identificati<strong>on</strong> and<br />
c<strong>on</strong>siderati<strong>on</strong> <strong>of</strong> a number <strong>of</strong> factors that affect the returns and risks <strong>of</strong> a business, as well as the<br />
applicati<strong>on</strong> <strong>of</strong> widely accepted methodologies for determining the returns <strong>of</strong> a business.<br />
The discount rate applied to the forecast cash flows from a business represents the financial return that<br />
an investor would require if they were to acquire (or invest in) the business.<br />
The capital asset pricing model (“CAPM”) is comm<strong>on</strong>ly used in determining the market rates <strong>of</strong> return for<br />
equity type investments and project evaluati<strong>on</strong>s. In determining a business’ weighted average cost <strong>of</strong><br />
capital (“WACC”) the CAPM results are combined <strong>with</strong> the cost <strong>of</strong> debt funding. WACC represents the<br />
return required <strong>on</strong> the business, whilst CAPM provides the required return <strong>on</strong> an equity investment.<br />
Cost <strong>of</strong> Equity and Capital Asset Pricing Model<br />
CAPM is based <strong>on</strong> the theory that a rati<strong>on</strong>al investor would price an investment so that the expected<br />
return is equal to the risk free rate <strong>of</strong> return plus an appropriate premium for risk. CAPM assumes that<br />
there is a positive relati<strong>on</strong>ship between risk and return, that is, investors are risk averse and demand a<br />
higher return for accepting a higher level <strong>of</strong> risk.<br />
CAPM calculates the cost <strong>of</strong> equity and is calculated as follows:<br />
CAPM<br />
K e = R f + β x (R m – R f )<br />
Where:<br />
K e<br />
R f<br />
R m<br />
R m – R f<br />
β<br />
= expected equity investment return or cost <strong>of</strong> equity in nominal terms<br />
= risk free rate <strong>of</strong> return<br />
= expected market return<br />
= market risk premium<br />
= equity beta<br />
The individual comp<strong>on</strong>ents <strong>of</strong> CAPM are discussed below.<br />
Risk Free Rate (R f )<br />
The risk free rate is normally approximated by reference to a l<strong>on</strong>g term government b<strong>on</strong>d <strong>with</strong> a maturity<br />
equivalent to the timeframe over which the returns from the assets are expected to be received. Having<br />
regard to the period <strong>of</strong> the operati<strong>on</strong>s we have used the current yield to maturity <strong>on</strong> the 10 year<br />
Comm<strong>on</strong>wealth Government B<strong>on</strong>d which was 3.27% per annum as at 27 May 2013.<br />
Market Risk Premium (R m – R f )<br />
The market risk premium represents the additi<strong>on</strong>al return that investors expect from an investment in a<br />
well-diversified portfolio <strong>of</strong> assets. It is comm<strong>on</strong> to use a historical risk premium, as expectati<strong>on</strong>s are not<br />
observable in practice.<br />
We have noted that the current market risk premium is 6%. This has been sourced from Bloomberg. The<br />
market risk premium is derived <strong>on</strong> the basis <strong>of</strong> capital weighted average return <strong>of</strong> all members <strong>of</strong> the S&P<br />
200 Index minus the risk free rate is dependent <strong>on</strong> the ten year government b<strong>on</strong>d rates. For the purpose<br />
<strong>of</strong> our report we have adopted a market risk premium <strong>of</strong> 6%.<br />
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