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Showing posts with the label Portfolio Benchmark

Compare stock portfolio to compound interest saving account

In investing, it is important to define the target that we want to achieve. Many investors like to compare their portfolios with a market index, but is outperforming the market index a good target? It is not a quantitative target to be measurable as market indexes fluctuate daily. I, personally, aim only for 10% growth a year. If at the end of the year, I see my portfolio grows 10%, I am pleased with that result no matter that S&P500 grows 50% the same year. To see if my stock portfolio grows in line with the 10% target, I choose to compare it to a saving account with the same interest. In this post, I will show you how to use a fictive saving account with daily compound interest as the target to benchmark a stock portfolio. Idea Computation Visualization Evolution of target saving account with 5% annual compound interest Evolution of target saving account with 10% annual compound interest Evolution of target saving account with 15% annual compound interest Conclusion

Compare stock portfolio to market indexes

As investors, we always want to see our portfolio grows over time. If a portfolio made a 1000$ of gain in one year, is it good enough? Should we gauge the portfolio's performance against an alternative investment, for instance, a market index? Should we aim to beat that index? In this post, we will see how to compare a stock portfolio to market indexes by using Google Sheets, Apps Script, and Google Data Studio. Select market indexes to compare Method to compare Guides Prepare data with Google Sheets and Apps Script Visualize benchmark in Google Data Studio Demo Conclusion Note References Select market indexes to compare In the context of stock investment, investors can compare the performance of their portfolios over a period of time with an alternative investment such as a market index, a portfolio of another investor, or even a single stock if they don't want any diversification, etc. In general, a market index is a good benchmark because it represents t