14300926.8146
12809861.0077
8223
8069
2711079016292
154
16446
16138
1916480.8327
16550
104
2902726716654
16446
33100
208
11503563.7822
10900900.7557
15379
265
2240446315644
15114
30758
530
2699625.6667
212593.6935
4985544
09893
MathBot Answer:
Original numbers in ascending order: \(104\), \(154\), \(208\), \(265\), \(530\), \(8069\), \(8223\), \(09893\), \(15114\), \(15379\), \(16138\), \(16446\), \(16446\), \(16550\), \(30758\), \(33100\), \(212593.6935\), \(1916480.8327\), \(2699625.6667\), \(4985544\), \(10900900.7557\), \(11503563.7822\), \(12809861.0077\), \(14300926.8146\), \(2240446315644\), \(2711079016292\), \(2902726716654\)
Sum: \( \frac{78543115654635531}{10000} \approx 7854311565463.55 \)
Mean: \( \frac{8727012850515059}{30000} \approx 290900428350.502 \)
Sample standard deviation: \( \frac{\sqrt{12031856797546605899805556712879057}}{130000} \approx 843767852672.725 \)
Median: \( 16550 \)
Mode: \( 16446 \)
Sum: \( \frac{78543115654635531}{10000} \approx 7854311565463.55 \)
Mean: \( \frac{8727012850515059}{30000} \approx 290900428350.502 \)
Sample standard deviation: \( \frac{\sqrt{12031856797546605899805556712879057}}{130000} \approx 843767852672.725 \)
Median: \( 16550 \)
Mode: \( 16446 \)