2751795
3238472
3884354
1653458
29569008
26544596
4530236
6476944
5783867
12426351.5
.12256569
9115622.1111
.11001988
2754523.9741
2970994.8817
13358557.18558
2563189.924
2552995.19482
1370954รท17634
371161848
.0051
5696
9318
845
2899
6323
MathBot Answer:
Original numbers in ascending order: \(.0051\), \(.11001988\), \(.12256569\), \(\frac{1370954}{17634}\), \(845\), \(2899\), \(5696\), \(6323\), \(9318\), \(1653458\), \(2552995.19482\), \(2563189.924\), \(2751795\), \(2754523.9741\), \(2970994.8817\), \(3238472\), \(3884354\), \(4530236\), \(5783867\), \(6476944\), \(9115622.1111\), \(12426351.5\), \(13358557.18558\), \(26544596\), \(29569008\), \(371161848\)
Sum: \( \frac{442050850495422577069}{881700000000} \approx 501361971.7539 \)
Mean: \( \frac{442050850495422577069}{22924200000000} \approx 19283152.7598 \)
Sample standard deviation: \( \frac{\sqrt{68448575093306985833285963059912264130272634}}{114621000000000} \approx 72180188.6487 \)
Median: \( \frac{55063189741}{20000} \approx 2753159.487 \)
Mode: No mode
Sum: \( \frac{442050850495422577069}{881700000000} \approx 501361971.7539 \)
Mean: \( \frac{442050850495422577069}{22924200000000} \approx 19283152.7598 \)
Sample standard deviation: \( \frac{\sqrt{68448575093306985833285963059912264130272634}}{114621000000000} \approx 72180188.6487 \)
Median: \( \frac{55063189741}{20000} \approx 2753159.487 \)
Mode: No mode