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# (20) 5 Chris} has eumed created what would  rcal cstate Every month be the equivalent = Portfolio with SS0,000 _ noral = alter - that; of a 5% anual Jin &sscts...

## Question

###### (20) 5 Chris} has eumed created what would  rcal cstate Every month be the equivalent = Portfolio with SS0,000 _ noral = alter - that; of a 5% anual Jin &sscts The first month bc distribution = annual rctum" retum relums with would Inovc (compoundcd for 30 [can monthly } ycars (360 of 0 . and cithet up r down on the #14 months). standard deviation based on & worksheet Now do the simulation of 1%. Simulate bis 1000 Limc_ Do this simulation Change Annual Return Probability 0% 590 15%

(20) 5 Chris} has eumed created what would ` rcal cstate Every month be the equivalent = Portfolio with SS0,000 _ noral = alter - that; of a 5% anual Jin &sscts The first month bc distribution = annual rctum" retum relums with would Inovc (compoundcd for 30 [can monthly } ycars (360 of 0 . and cithet up r down on the #14 months). standard deviation based on & worksheet Now do the simulation of 1%. Simulate bis 1000 Limc_ Do this simulation Change Annual Return Probability 0% 590 15% 25% 40% 0% What Was his average final balance? What was the maximum fina) What was the balance? minimun What final balance? % of the time did he have more than SIB by the cnd of 30 ycars? 15. (15) Using the information from # 14,add this piece of complexity. Thirty percent of the time he Expects extra income at the cnd of the month; &nd he will add S5,500 to the portfolio but this will occur randomly: Do the simulation 000 times on the #15 worksheel What was the average final balance? What % of thc time did he have more than SIB by thc end of 30 ycars? What was the 30t percentile of the final balances?  #### Similar Solved Questions

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