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458 Corporate Finance BRILLIANT’S
TECHNIQUES OF DECISION MAKING UNDER RISK AND UNCERTAINTY
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Q.53. What are the techniques of risk analysis? / [añH$ EZm{b{gg H$s VH$ZrH|$ Š`m h¢?
OR
What is risk adjusted discount rate method? Explain its merits and demerits.
[añH$ ES>OñQ>oS> {S>ñH$mC§Q> aoQ> ‘oWS> Š`m h¡? BgHo$ JwU VWm Xmofm| H$m dU©Z H$s{OE&
OR
Explain the certainty equivalent method of adjusting risk. What are its advantages?
ES>OpñQ>¨J [añH$ H$s gQ>}ÝQ>r BŠ`ydob|oQ> ‘oWS> g_PmB`o& BgHo$ bm^ Š`m h¢?
OR
Explain the concept of sensitivity analysis. What are its merits and demerits?
g|{g{Q>{dQ>r EZm{b{gg H$s AdYmaUm g_PmB`o& BgHo$ JwU VWm Xmof Š`m h¢?
Techniques for Risk Analysis [añH$ EZm{b{gg H$s Q>opŠZŠg
Risk analysis is one of the most complex [añH$ EZm{b{gg, BÝdoñQ>_|Q> {S>grOZ Ho$ g~go O{Q>b
aspects of investment decision. Different tech- H$m`m] _| go EH$ h¡Ÿ& EH$ àmoOoŠQ> go Ow‹S>r hþB© [añH$ H$m
niques have been suggested for analysis of risk {díbofU H$aZo H$s {d{^ÝZ Q>opŠZŠg gwPm`r JB© h¢Ÿ& `o
associated with a project. These techniques
have been drawn from the fields of mathemat- Q>opŠZŠg _¡Wo_o{Q>Šg, bm°{OH$, BH$moZm°{_Šg Ed§ gm`H$m°bm°Or
ics, logic, economics and psychology. They are Am{X joÌm| go br JB© h¡Ÿ& `o {ZU©`H$Vm© H$mo [añH$ Ed§
helpful for the decision maker to make decision A{ZpíMVVm H$s pñW{V _| {ZU©` boZo _| ghm`H$ hmoVr h¢Ÿ&
under conditions of risk and uncertainty. How-
ever, no single technique can be deemed as best hmbm§{H$ H$moB© ^r EH$ Q>opŠZH$ g^r pñW{V`m| _| gd©loîR>
in all situations. Zht H$hr Om gH$VrŸ&
Following are the popular techniques of [añH$ Ho$ _yë`m§H$Z Ho$ {bE {ZåZ{b{IV Q>opŠZŠg
risk evaluation: bmoH${à` h¡…
(A) Conventional Techniques (A) H$Ýd|eZb Q>opŠZŠg
1. Pay-Back Period (PBP) 1. no-~¡H$ nr[a`S (PBP)>
2. Risk-Adjusted Discount Rate (RADR) 2. [añH$-ES>OñQ>oS> {S>ñH$mCÝQ> aoQ> (RADR)
3. Certainty Equivalent Approach (CEA) 3. gQ>}ÝQ>r BpŠddoboÝQ²>g AàmoM (CEA)
4. Sensitivity Analysis 4. gopÝg{Q>{dQ>r EZm{b{gg
5. Financial Break-Even 5. \$m`ZopÝe`b ~«oH$-B©dZ
(B) Statistical Techniques (B) ñQ>o{Q>pñQ>H$b Q>opŠZŠg
1. Probability Distribution Approach 1. àmo~o{~{bQ>r {S>ñQ´>rã`yeZ EàmoM
2. Simulation Analysis 2. {g_wboeZ EZm{b{gg
3. Decision-Tree Approach 3. {S>grOZ-Q´>r EàmoM