11005842.7703
13946
1460
2349272315406
12486
27892
2920
2776933.4149
18095
9797
2626965627892
8298
36181
19603
9868683.7111
9376069.8793
15904
1682
1924475217586
14222
31808
3364
2168713.3333
144616.1821
4014878
11728
11828422.3844
10087
2399
2431530312486
7688
20174
4798
MathBot Answer:
Original numbers in ascending order: \(1460\), \(1682\), \(2399\), \(2920\), \(3364\), \(4798\), \(7688\), \(8298\), \(9797\), \(10087\), \(11728\), \(12486\), \(13946\), \(14222\), \(15904\), \(18095\), \(19603\), \(20174\), \(27892\), \(31808\), \(36181\), \(144616.1821\), \(2168713.3333\), \(2776933.4149\), \(4014878\), \(9376069.8793\), \(9868683.7111\), \(11005842.7703\), \(11828422.3844\), \(1924475217586\), \(2349272315406\), \(2431530312486\), \(2626965627892\)
Sum: \( \frac{46661474660308377}{5000} \approx 9332294932061.68 \)
Mean: \( \frac{15553824886769459}{55000} \approx 282796816123.081 \)
Sample standard deviation: \( \frac{\sqrt{117350821816211236883523168360091237}}{440000} \approx 778556959466.244 \)
Median: \( 19603 \)
Mode: No mode
Sum: \( \frac{46661474660308377}{5000} \approx 9332294932061.68 \)
Mean: \( \frac{15553824886769459}{55000} \approx 282796816123.081 \)
Sample standard deviation: \( \frac{\sqrt{117350821816211236883523168360091237}}{440000} \approx 778556959466.244 \)
Median: \( 19603 \)
Mode: No mode