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Financial planners may make broad assumptions when building a retirement plan for their clients. This exercise is intended to show one danger in making a

Financial planners may make broad assumptions when building a retirement plan for their clients. This exercise is intended to show one danger in making a blind general assumption when designing a retirement plan.

On the attached Excel worksheet, you are presented with three scenarios for a $1,000,000 portfolio where your client annually liquidates $50,000 for their retirement needs. Each portfolio has annual investment returns of 6.76% and the following portfolio volatility (as measured by standard deviation):

  • A Base Portfolio - 0.0% standard deviation.
  • Portfolio A and Portfolio B - 12.8% standard deviation.

 

Notice that Portfolio A and B have the same average annual returns and volatility (in fact, they are mirror images of each other), but have dramatically different results on your retiring client.

Critically compare these three portfolios and what accounts for the differing results. As a retirement planning consultant, what conclusions can you draw from your comparison.

А BC HJ KM N0 PQ RS TD E F Market Volatility: Market Returns are not Predictable 12 34 Portfolio Value Considering V

 

1 2 3 4 34 35 A 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 Arithmetic Mean 33 Standard Deviation 36 37 38 Year 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 B C D G E F Market Volatility: Market Returns are not Predictable Base Portfolio Annual Return 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 6.76% 0.0% Value 1,000,000 1,014,220 1,029,401 1,045,609 1,062,912 1,081,385 1,101,106 1,122,161 1,144,639 1,168,637 1,194,257 1,221,609 1,250,809 1,281,984 1,315,266 1,350,798 1,388,732 1,429,230 1,472,466 1,518,625 1,567,904 1,620,514 1,676,681 1,736,645 1,800,662 1,869,007 Portfolio A Annual Return 22% 8% 30% 7% 18% 9% 28% 14% -9% 16% -6% 17% 19% -10% 7% 13% -12% 4% -7% 10% 12% 8% -10% -4% -15% 6.76% 12.8% Value 1,000,000 1,159,000 1,197,720 1,492,036 1,542,979 1,761,715 1,865,769 2,324,184 2,592,570 2,313,739 2,625,937 2,421,381 2,774,515 3,242,173 2,872,956 3,020,563 3,356,736 2,909,928 2,974,325 2,719,622 2,936,584 3,232,975 3,437,613 3,048,851 2,878,897 2,404,563 H Portfolio B Annual Return -15% -4% -10% 8% 12% 10% -7% 4% -12% 13% 7% -10% 19% 17% -6% 16% -9% 14% 28% 9% 18% 7% 30% 8% 22% 6.76% 12.8% J Value 1,000,000 807,500 727,200 609,480 604,238 620,747 627,822 537,374 506,869 402,045 397,811 372,157 289,942 285,531 275,571 212,037 187,962 125,546 86,122 46,236 Millions Dollars L M $4.000 $3.500 $3.000 $2.500 $2.000 $1.500 $1.000 $0.500 $0.000 N O P 1 2 3 4 5 6 7 8 --Portfolio A 0 R S Portfolio Value Considering Various Market Volatilities T 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 --Base Portfolio Portfoilo B

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