Now give me my dividend calculation

``` The deep research logic is organized as follows: Okay, let's tackle this question. The user wants to know the future value of a $13,000 investment in QQQI with a 13% dividend yield reinvested annually over 15 years. First, I need to check the background provided. The user included a Python script that calculates the future value using the formula for compound interest. The script shows the initial investment, annual dividend yield, years, and the future value. The result is $81,305.51. Looking at the references, there's a mention of QQQI's dividend yield in several articles. For example, reference 6 states a trailing yield of 13.85%, and reference 11 mentions an expected annual distribution rate of 15.35%. However, the user specifically mentioned a 13% yield, which aligns with the script's input. I need to ensure that the calculation uses the correct yield. The script uses 13%, so that's the figure to go with. The formula is straightforward: FV = P*(1 + r)^t. Plugging in the numbers: 13000*(1.13)^15. The script's output is $81,305.51, which matches the calculation. The user also provided a dividend calculator reference (number 13) that mentions a 14.2% yield, but the user's question specifies 13%. So, I should stick with the 13% as per the user's input. I should present the calculation clearly, maybe in a table, and explain the formula. Also, include the Python code snippet for transparency. Make sure to cite the references where the yield is mentioned, like and , but since the user specified 13%, the main citation would be the script provided in the background. Check if there are any other relevant references. Reference 17 mentions a 15% yield but the user's question is about 13%, so it's not directly applicable. The key here is to use the user's specified yield and the provided script's result. Also, the user mentioned a visualization requirement for the query "QQQI ETF annual vs monthly compounding dividend reinvestment impact" but the results were 0. Since there's no data, I can't include a visualization. However, the user's question is about annual compounding, so the table and formula should suffice. Make sure the conclusion is clear and the analysis ties back to the references where possible. Highlight the high yield and the potential growth, but also mention the risks associated with such a high yield, like market volatility and concentration in tech stocks, as seen in references 6, 7, and 18. Finally, structure the answer with a conclusion, detailed analysis, and the calculation. Use markdown tables and bold text for emphasis. Ensure all citations are correctly placed and the language is professional yet engaging. ``` ### 🎯 **Conclusion** A $13,000 investment in the Neos NASDAQ-100 High Income ETF (QQQI) with a **13% annual dividend yield** reinvested annually over **15 years** will grow to **$81,305.51**. This calculation assumes **constant reinvestment** and **no changes in the dividend yield**. Below is the detailed breakdown and analysis. --- ### 📊 **Detailed Analysis** #### 1. **Future Value Calculation** The future value of the investment is calculated using the **compound interest formula**: \[ FV = P \times (1 + r)^t \] Where: - \( P = \$13,000 \) (initial investment) - \( r = 13\% \) (annual dividend yield) - \( t = 15 \) years | Parameter | Value | |---------------------|----------------| | Initial Investment | \$13,000 | | Annual Yield | 13.0% | | Duration | 15 years | | Future Value | **\$81,305.51** | #### 2. **Year-by-Year Growth** Here’s how your investment grows annually with reinvested dividends: | Year | Equity Value (USD) | |------|----------------------| | 0 | \$13,000.00 | | 1 | \$14,690.00 | | 2 | \$16,609.70 | | 3 | \$18,850.92 | | 4 | \$21,431.72 | | 5 | \$24,417.85 | | 6 | \$27,825.70 | | 7 | \$31,749.5