Презентация на тему: 1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study

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1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study
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1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study materials: Slides RWJ: Ch 8.3. BM: Ch 10.1.

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2 Sensitivity Analysis - The study of how variations of outcome are due to changes in variables. It is used to see how a dependent variable reacts to changes in an independent variable. A method of predicting how changes in a particular factor will change the outcome. Usually performed by creating a range of change for an independent variable and predicting an outcome range. (SMA 2A) “The effect of a change in a variable (such as sales) on the risk or profitability of an investment.” (Barron’s Dictionary of Finance and Investment Terms) Sensitivity

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3 Beta as indicator of market risk Modified Duration (MD) RRR in Capital budgeting analysis; NPV profile NB: The higher the value of a sensitivity factor, the higher (some particular, type of) risk. Sensitivity: cases in Finance

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4 Sensitivity in Finance: Beta

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5 Sensitivity in Finance: MD Modified Duration measures the responsiveness of a bond’s price to interest rate changes. Measured in times. MD = D / (1 + YTM/[no. of C]) Example: Duration: 4.373 Yr, YTM: 8%. MD – ? Solution: MD = 4.373 / (1 + 0.08/[1]) = 4.049 (times)

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6 Change in price of a bond is dependent on the bond’s MD and the change of market interest rate for similar instruments: P% = - MD * r% Sensitivity in Finance: MD

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7 Example: MD = 4.049, r% = 0.5%, P 0 = $960.07. P%, P$, P 1 - ? Solution: P% = -4.049 * 0.5% = -2.02%; P$ = $960.07 * -2.02% = ($19.39) P 1 = P 0 * (1 + r%) = P 0 + P$ = $940.68 Sensitivity in Finance: MD

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8 CF 1 CF 2 CF n (1+ k ) 1 (1+ k ) 2 (1+ k ) n +... + + - CF i NPV = Sensitivity in Finance: Capital Budgeting

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9 If the “hurdle rate” is 13%, then : $10,000 $7,000 $10,000 $12,000 $15,000 (1.13 ) 1 (1.13 ) 2 (1.13 ) 3 + + + - $40,000 (1.13 ) 4 (1.13 ) 5 NPV = + = - $1,428 Sensitivity in Finance: Capital Budgeting

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10 RRR, “Hurdle rate”, % 0 3 6 9 12 15 IRR = 11.47% NPV at r = 13% Total expected Cash flows for years 1 thru 5 NPV, $ $K 15 10 5 0 -4 « NPV profile of the Project » -1,428 Sensitivity in Finance: Capital Budgeting

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11 Example: +/- 1% in each variable will result in changes in NI

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12 Sensitivity: Tornado Chart

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13 Tornado Chart: Exercise Prepare 2 tornado charts (2009 vs. 2008) of changes in profit. Explain in which year the bank’s RM is more effective. Build up a risk map. Include downside risks only. Estimate different probabilities for the 4 currencies. Source: “Finbank”, Annual Report of 2009.

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14 A leverage indicator summarizing the effect that a particular amount of the operating leverage has on a company's operating profit. Operating leverage involves using a large proportion of fixed costs to variable costs in the operations of a company. The higher the DOL, the more sensitive the EBIT relative to a change in sales revenue, all other factors remaining the same. Unlike the common D/A, D/E, and EM ratios, the DOL needs TWO PERIODS (P&L) data. DOL = ∆% EBIT / ∆% Revenue Degree of Operating Leverage

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15 DOL (times) = ∆ % EBIT / ∆% Revenue The higher DOL, the higher the business risk. Degree of Operating Leverage, DOL

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16 DOL and BEP are interconnected: Using the contribution margin approach, find: FC = $15,500 VC(u) = $8 BEP(u) = ? BEP($) = ? DOL and BEP

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17 The “concept” formula of the DOL that underlies the general formula given below: Degree of Operating Leverage NB: DOL is found using P&L data (2 periods). “Classic” financial leverage is found using B/S data (1 date).

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18 DFL (times) = ∆% NI / ∆% EBIT DFL is not the same as the Financial leverage ratio (A/E), though both are of the same nature. DFL = ? Degree of Financial Leverage, DFL

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19 DTL = DOL * DFL = ∆% NI / ∆% Revenue The higher DTL, the higher the business risk. DTL = ? NB: DTL usually has positive correlation with beta. Degree of Total Leverage, DTL Also: Degree of Combined Leverage

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Последний слайд презентации: 1 WIUU BBA RM Sensitivity Sensitivity. Tornado chart. DOL. DFL. DTL. Study

20 Practice: find DOL, DFL, DTL for the 2 companies

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