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Calculating the Revenue Requirement in Electricity

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<strong>Calculat<strong>in</strong>g</strong> <strong>the</strong> <strong>Revenue</strong><strong>Requirement</strong> <strong>in</strong> <strong>Electricity</strong>Presentation toEnergy Regulatory Agencyof <strong>the</strong> Republic of SerbiaByEr<strong>in</strong> Laudenslager, CPA


<strong>Revenue</strong> <strong>Requirement</strong>s• The annual revenues required by <strong>the</strong>firm to cover both its expenses and have<strong>the</strong> opportunity to earn a fair rate ofreturn.• The annual costs to provide safe andreliable service to <strong>the</strong> company’scustomers that <strong>the</strong> company is allowedto recover through rates.1


<strong>Revenue</strong> <strong>Requirement</strong> Formula• Required <strong>Revenue</strong>s = Expenses +(Rate Base x Rate of Return)• Rate Base• Investment <strong>in</strong> facilities, equipment ando<strong>the</strong>r equipment used to provide service• Rate of Return• The return earned, or allowed to be earned,on <strong>the</strong> utilities rate base2


<strong>Revenue</strong> <strong>Requirement</strong> Formula• Expenses• Operat<strong>in</strong>g Expenses• Operation and Ma<strong>in</strong>tenance• Adm<strong>in</strong>istrative and General• Must determ<strong>in</strong>e whe<strong>the</strong>r to allow ordisallow expense for rate-mak<strong>in</strong>gpurposes3


Rate of Return• Compensation to <strong>in</strong>vestors for <strong>the</strong>ir<strong>in</strong>vestment• A percentage applied rate base• To be recovered <strong>in</strong> rates• Generally two types of cost associated withROR – Cost of Capital• Debt Capital• Equity Capital• ROR = Weighted cost of capital4


Debt Capital• Long term and short term debt• Example$60 debt x 8% <strong>in</strong>terest rate(60 x 8% = $4.80)Cost of debt = $4.805


Equity Capital• Common stock and reta<strong>in</strong>ed earn<strong>in</strong>gs• Example$40 equity x 10% <strong>in</strong>terest rate(40 x 10% = $4.00)Cost of equity = $4.006


Rate of ReturnInvestment Cost Rate CostDebt $60 8% $4.80Equity $40 10% $4.00$100 $8.80Weighted Cost of Capital$8.80/ $100 = 8.8%Rate of Return = 8.8%7


Discounted Cash Flows• An <strong>in</strong>vestors’ expected return on anequity <strong>in</strong>vestment take two forms:• Dividends• Growth <strong>in</strong> stock prices8


Cost of Capital• Debt Capital• Contractual Return (Interest)• Equity Capital• Noncontractual Return (Dividends & Growth)• Riskier than Debt, <strong>the</strong>refore, higher cost to<strong>in</strong>duce <strong>in</strong>vestors9


Return on EquityDividend = $4.00 per share of stockStock Price = $100.00 per share of stockDividend Yield = ($4.00/$100.00) 4%+Expected Growth <strong>in</strong> Investment = 6%Total expected return = 10%10


Assess<strong>in</strong>g Value of Utility – Rate Base• Rate Base Determ<strong>in</strong>ationGross Plant <strong>in</strong> Service (orig<strong>in</strong>al cost of physical asset)Less : Accumulated DepreciationEquals : Net Plant <strong>in</strong> ServicePlus : Work<strong>in</strong>g CapitalPlus : Materials and suppliesPlus : Customer depositsLess : Cumulative reserve for deferred <strong>in</strong>come taxesEquals : Rate Base11

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