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Mathematics A indecision One A information processing system virus has started to vitiate computers around the gentleman. The virus started from just unmatchable computer and is banquet at a rate of 28% per hour, if the virus ashes uninterrupted. a) How many computers will it harbor spoiled by the end of the day? P = 1i = 0.28or 28% t =24 hours FV= P (1+i) t FV = 1 (1+ 0.28) 24 FV= 1 (1.28) 24 FV? 378.14 Based on the above, the virus would sully virtually 378 computers by the end of the day. b) How many will it have septic by the end of the second day? P = 1i = 0.28 or 28% t = 2x14 hours FV= P (1+i) t FV= 1 (1+ 0.28) 2x24 FV = 1 (1.28) 48 FV ? 1 x 139 984.05 FV ? 139 984.05 Based on the record above, by the end of the second day the virus would have infected approximately 139 984 computers. c) How long will it take to infect the worlds 5000 000 000 computers? FV = 5 000 000 000P = 1i = 0.28or 28% t =? FV = P (1+i)t 5 000 000 000 = 1 (1+0.28)t 5 000 000 000 = 1 (1.28)t 5 000 000 000 ÷ 1 = (1.28)t (1.28)10? 11.8059 (1.28)50? 229349 (1.28)80? 377 396 242.5 (1.28)85? 129 672 3615 (1.28)90? 4 455 508 416 (1.28)91? 5 703 050 772 (1.28)90.

25? 4 739 142 425 (1.28)90.47? 5 003 638 829 90.47 ÷ 24 =3.769 long time 0.769x24 ?18.46 hours Therefore, based on the march above it would take approximately 3 days 18 hours and 46 minutes to infect the 5 000 000 000 computers in the world. Question Two Aditi was born in 1984 and since he was 20 he has been paying $180 per calendar month into a superannuation invest! ment company and will hide to pay this same amount until he retires. He expects to buzz off $ 1 100 000 when he retires in 2044. This payout is the amount of capital Aditi expects to live of until he dies. His average hail of living is $ 600 per week. ask that his needs are not anticipate to change in the future years. The average lifespan of an Australian Male is 79 years. If inflation...If you want to get a in full essay, tell apart it on our website: OrderCustomPaper.com

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