Page 10 - EBOOK RISK MANAGEMENT
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1.0  NATURE OF RISKS




                                            1.1     Risk and Uncertainty




               Risk  can  be  defined  as  the  combination  of  a  probability  of  an  event  and  its
               consequences.  Risk  surround  us  everywhere  and  every  minutes  of  the  day.  Risks

               include  circumstances  or  the  possibility  of  occurrence  that  resulting  in  loss  will
               happen which the actual outcome varies from the expected outcome that caused

               by external or internal vulnerabilities and may be avoided through pre-emptive
               action.


                       Uncertainty is a situation in which potential outcome cannot be predict. We
               tend  to  distinguish  between  risk  and  uncertainty  in  terms  of  the  availability  of

               probabilities. Risk is when the probabilities of the possible outcomes are known (such

               as  when  tossing  a  coin  or  throwing  a  dice)  while  uncertainty  is  where  the
               randomness  of  outcomes  cannot  be  expressed  in  terms  of  specific

               probabilities. Corona Virus (Covid-19) pandemic situation is an example of making

               decisions  under  uncertainty.  When  the  pandemic  first  hit,  there  was  a  lot  of
               uncertainty. As an example, people didn’t know how to safeguard theirselves, how

               to continue their daily routine, what action should be taken and many more.



               1.1.1  Risk versus Uncertainty

               Table 1.1 Risk versus Uncertainty


                                                   Risk                           Uncertainty
                                      The probability of gain or lose   A situation where the future events
                Definition
                                     something worthy is known as risk           are not known.
                Ascertainment               Can be measured                   Cannot be measured

                Outcome               Probability of outcome is known   Probability of outcome is unknown
                Control                        Controllable                      Uncontrollable
                Minimization                       Yes                                No
                Probabilities                   Assigned                         Not Assigned

                                         Can purchase insurance
                Insurance                                                   Can’t purchase insurance
                                                protection





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