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Episode 207: Freak Out With Math, Intermediate Term Portfolios, Annuities And Portfolio Reviews As Of September 23, 2022
Manage episode 342127592 series 2926153
In this episode we answer emails from Arun, Jeffrey and Chris. We discuss using simple back-of-the-envelope estimation methods to solve for complex portfolio projections, using a risk parity style portfolio for intermediate accumulations, and re-cap annuity considerations from Episode 184.
And THEN we our go through our weekly and monthly portfolio reviews of the seven sample portfolios you can find at Portfolios | Risk Parity Radio.
Arun's question:
"What type of portfolio would you suggest for below scenario. I can invest $x a month for y years and can let it sit for n years. After y+n years would like to start withdrawing at least .75x dollars per month perpetually. Value of x would be less than $1000 and value of y would be 5-10 years but depending on future need and market condition it can stay longer or shorter. Ideally would like to have n=0 but that might be too ambitious. Is there to tool to play with these variables that you know and what type of portfolio would you suggest."
Additional Links:
Risk Savvy book: Risk Savvy: How to Make Good Decisions by Gerd Gigerenzer | Goodreads
Portfolio Visualizer Monte Carlo Simulator with Multi-stage Analyzer: Financial Goals (portfoliovisualizer.com)
Rule of 72: Rule of 72 - Wikipedia
338 에피소드
Manage episode 342127592 series 2926153
In this episode we answer emails from Arun, Jeffrey and Chris. We discuss using simple back-of-the-envelope estimation methods to solve for complex portfolio projections, using a risk parity style portfolio for intermediate accumulations, and re-cap annuity considerations from Episode 184.
And THEN we our go through our weekly and monthly portfolio reviews of the seven sample portfolios you can find at Portfolios | Risk Parity Radio.
Arun's question:
"What type of portfolio would you suggest for below scenario. I can invest $x a month for y years and can let it sit for n years. After y+n years would like to start withdrawing at least .75x dollars per month perpetually. Value of x would be less than $1000 and value of y would be 5-10 years but depending on future need and market condition it can stay longer or shorter. Ideally would like to have n=0 but that might be too ambitious. Is there to tool to play with these variables that you know and what type of portfolio would you suggest."
Additional Links:
Risk Savvy book: Risk Savvy: How to Make Good Decisions by Gerd Gigerenzer | Goodreads
Portfolio Visualizer Monte Carlo Simulator with Multi-stage Analyzer: Financial Goals (portfoliovisualizer.com)
Rule of 72: Rule of 72 - Wikipedia
338 에피소드
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