Question

\[\sigma_{\text{ new }}=\sqrt{\frac{\Sigma |1.01X-1.01 \overline{X}|^2}{n-1}}\]

Answer 1

@dan815

Answer 2

\[\sigma_{\text{ new }}=1.01\sqrt{\frac{\Sigma |X- \overline{X}|^2}{n-1}}\]

Answer 3

\[\sigma_{\text{ new }}=1.01\sigma_{\text{ old }}\]

Answer 4

perfect lol

Answer 5

ohhhh \[\sigma_{\text{ old }}=\sqrt{\frac{\Sigma |X- \overline{X}|^2}{n-1}}\]

Answer 6

\[\sigma_{\text{ old }}=\sqrt{\frac{\Sigma |X- \overline{X}|^2}{n-1}}\]
\[\sigma_{ \text{ new}}=\sqrt{\frac{\Sigma |1.01X-1.01 \overline{X}|^2}{n-1}}\]
\[\sigma_{\text{ new }}=1.01\sqrt{\frac{\Sigma |X- \overline{X}|^2}{n-1}}\]
\[\sigma_{\text{ new }}=1.01\sigma_{\text{ old }}\]

Answer 7

\[\sigma_{\text{ new }}= (1+(1-x_m) )\sigma_{ \text { old }}\]

Answer 8

http://www-ist.massey.ac.nz/dstirlin/CAST/CAST/HseMean/seMean7.html