Question

Initially you have two working phones: an older 2+1 smartphone and a newer mexus 6. Unfortunately, during a peaceful dinn
Suppose that you are willing to end up with exactly one working phone. How many action scenarios can lead you to that outcome
Given that you end up with exactly two working phones (one major, one backup), what is the smallest total cost of the scenari
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Answer #1

For 2+1 you have two options either to keep it or sell it. To be with exactly one phone when you decide to keep 2+1 you have to sell mexus or not get it repaired(just throw it) ,selling also have two option either selling with insurance or without after repairs hence if you keep 2+1 you have 3 options for mexus(sell with or without insurence or throw it)

If you decide to sell 2+1 you have to keep mexus or buy new phone so as to have one workable phone keeping mexus has two option repair with or without insurance, buying anew phone gives me 3 options to do away with mexus( throw it, sell with or without insurance) so if we sell 2+1 we have 2+3= 5 option

Total option =5(selling 2+1) +3(keeping 2+1)=8

For two phones smallest cost will come when we keep 2+1 since it is already worked for another alternative lowest cost will be when you repair mexus without insurance hence incurring cost of 150 .

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