.2222

8214884.6774

1781749

145965.3528

.431862754846404

.15997872102004

899879787760

.1781749

145965.3528

.44557044724954

.3385826

.19607386

.22025514

.1402648

.522864009150108

9266839.1667

6664803.2222

9054582.3853

8214884.6774

.2202551419607386338582644557044724954

.2222

8214884.6774

1781749

145965.3528

.431862754846404

.15997872102004

899879787760

.1781749

145965.3528

.44557044724954

.3385826

.19607386

.22025514

.1402648

.522864009150108

9266839.1667

6664803.2222

9054582.3853

8214884.6774

.22025514196073863385826

.44557044724954

asked by guest
on Dec 26, 2024 at 2:53 am



MathBot Answer:

Original numbers in ascending order: \(.1402648\), \(.1402648\), \(.15997872102004\), \(.15997872102004\), \(.1781749\), \(.1781749\), \(.19607386\), \(.19607386\), \(.22025514\), \(.22025514\), \(.22025514196073863385826\), \(.2202551419607386338582644557044724954\), \(.2222\), \(.2222\), \(.3385826\), \(.3385826\), \(.431862754846404\), \(.431862754846404\), \(.44557044724954\), \(.44557044724954\), \(.44557044724954\), \(.522864009150108\), \(.522864009150108\), \(145965.3528\), \(145965.3528\), \(145965.3528\), \(145965.3528\), \(1781749\), \(1781749\), \(6664803.2222\), \(6664803.2222\), \(8214884.6774\), \(8214884.6774\), \(8214884.6774\), \(8214884.6774\), \(9054582.3853\), \(9054582.3853\), \(9266839.1667\), \(9266839.1667\), \(899879787760\), \(899879787760\)
Sum: \( \frac{8999232774371334675978516006338582622278522362477}{5000000000000000000000000000000000000} \approx 1799846554874.27 \)
Mean: \( \frac{8999232774371334675978516006338582622278522362477}{205000000000000000000000000000000000000} \approx 43898696460.348 \)
Sample standard deviation: \( \frac{\sqrt{1618547013066300272537335141663572372891968255314744124051004815155218906422252918751393544480596689}}{205000000000000000000000000000000000000} \approx 196249608149.371 \)
Median: \( \frac{22278522362477}{50000000000000} \approx 0.4456 \)
Mode: \( \frac{41074423387}{5000} \approx 8214884.6774 \)