1. Creating a Histogram using Excel’s “Data Analysis” Tool:

(Note: The “Data Analysis” tool is part of Excel’s Analysis ToolPak, and you might need to enable it first if you haven’t.)

  1. Enabling Analysis ToolPak:
    • Go to the File tab.
    • Click Options.
    • In the “Excel Options” dialog box, click Add-Ins.
    • In the “Add-Ins” box, check if Analysis ToolPak is listed under “Inactive Applications”.
    • If yes, click on Analysis ToolPak and then click on the Go button.
    • In the “Add-Ins” dialog box, check Analysis ToolPak and click OK.
  2. Creating the Histogram:
    • Go to the Data tab.
    • Click on Data Analysis in the Analysis group.
    • In the “Data Analysis” dialog box, choose Histogram and click OK.
    • For the Input Range, select all your simulation results (e.g., G2:G1001).
    • For the Bin Range, you can specify the intervals you want (like 10-day intervals) or let Excel decide.
    • Check the Chart Output box to generate a histogram chart.
    • Click OK.

Refer screenshot

Now, you should see a histogram that gives you a visual representation of how the results from your Monte Carlo simulation are distributed.

Refer result screenshot

2. Calculating Basic Statistical Measures:

  1. Mean:
    • Use the formula =AVERAGE(range). For our example, it would be =AVERAGE(G2:G1001).
  2. Median:
    • Use the formula =MEDIAN(range). For our example, it would be =MEDIAN(G2:G1001).
  3. Mode:
    • Use the formula =MODE.SNGL(range). For our example, it would be =MODE.SNGL(G2:G1001).
  4. Standard Deviation:
    • Use the formula =STDEV.P(range). For our example, it would be =STDEV.P(G2:G1001).

3. Calculating Percentiles:

  1. 90th Percentile:
    • Use the formula =PERCENTILE.INC(range, percentile).
    • For our example and the 90th percentile, it would be =PERCENTILE.INC(G2:G1001, 0.9).

Remember, these steps provide you with insights into the range and concentration of your results. The histogram offers a visual representation, while the statistical measures give precise values to describe the distribution of outcomes.

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