Lucas Schiffer
March 07, 2016
Data Analysis for the Life Sciences
Thermal Cycler
https://tinyurl.com/z5meacs
Flow Cytometer
https://tinyurl.com/zfgun7w
Liquid Scintillation Counter
https://tinyurl.com/jerufaq
FTIR Spectrometer
https://tinyurl.com/hdrzs6x
Mean = 1.11
SD = 10.03
Median = 0.17
\[ \sum_{i=1}^{j} f_i ≥ \frac{n+1}{2} \]
Mean = 1.11
SD = 10.03
Median = 0.17
Mean = 0.11
SD = 0.9
Median = 0.11
\[ \operatorname{MAD} = \operatorname{median}_{i}\left(\ \left| X_{i} - \operatorname{median}_{j} (X_{j}) \right|\ \right), \ \]
SD = 10.03
MAD = 0.89
\[ r_s = \rho_{\operatorname{rg}_X,\operatorname{rg}_Y} = \frac {\operatorname{cov}(\operatorname{rg}_X,\operatorname{rg}_Y)} { \sigma_{\operatorname{rg}_X} \sigma_{\operatorname{rg}_Y} } \]
\[ \log(x/y)=\log(x)-\log(y)=-(\log(y)-\log(x))=\log(y/x) \]
t-test pval: 0.04439948
Wilcox test pval: 0.1310212