11270880.2857

2349881

182843.784

.26848684032492

1473979124760

.2349881

182843.784

.88445436270458

.4281774

.25386238

.31263434

.1683588

870105266941588

12955005.8333

.496625010780824

10108917.5928

9599961.2268

3617019.8196

2903585.3660

2438568.11856

4966250.4536

2507724.16392

1255010.7320

69585172

8844543

3454488

asked by guest
on Dec 31, 2024 at 11:55 pm



MathBot Answer:

Original numbers in ascending order: \(.1683588\), \(.2349881\), \(.25386238\), \(.26848684032492\), \(.31263434\), \(.4281774\), \(.496625010780824\), \(.88445436270458\), \(182843.784\), \(182843.784\), \(1255010.7320\), \(2349881\), \(2438568.11856\), \(2507724.16392\), \(2903585.3660\), \(3454488\), \(3617019.8196\), \(4966250.4536\), \(8844543\), \(9599961.2268\), \(10108917.5928\), \(11270880.2857\), \(12955005.8333\), \(69585172\), \(1473979124760\), \(870105266941588\)
Sum: \( \frac{217894848072261551966808452581}{250000000000000} \approx 871579392289046.0 \)
Mean: \( \frac{217894848072261551966808452581}{6500000000000000} \approx 33522284318809.5 \)
Sample standard deviation: \( \frac{\sqrt{1230096947004897425422855318514892218473963282044885145067978}}{6500000000000000} \approx 170630362594613.0 \)
Median: \( \frac{61828653531}{25000} \approx 2473146.1412 \)
Mode: \( \frac{22855473}{125} \approx 182843.784 \)

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