¿Cómo puedo aplicar el teorema de Chebyshev?

Saludos: 
Basado en unos datos debo evaluar el Teorema de Chebyshev los datos son: 
Descriptive statistics
VALUE
count 224
mean 96.198
sample variance 192.791
sample standard deviation 13.885
minimum 54.9
maximum 122.4
range 67.5
sum 21,548.300
sum of squares 2,115,890.750
deviation sum of squares (SSX) 42,992.389
population variance 191.930
population standard deviation 13.854
standard error of the mean 0.928
confidence interval 95.% lower 94.370
confidence interval 95.% upper 98.026
half-width 1.828
empirical rule
mean - 1s 82.313
mean + 1s 110.083
percent in interval (68.26%) 69.6%
mean - 2s 68.428
mean + 2s 123.968
percent in interval (95.44%) 93.8%
mean - 3s 54.543
mean + 3s 137.853
percent in interval (99.73%) 100.0%
tolerance interval 99.73%
ower 54.543
tolerance interval 99.73%
upper 137.853
half-width 41.655
skewness -0.810
kurtosis 1.269
coefficient of variation (CV) 14.43%
1st quartile 92.900
median 95.000
3rd quartile 103.375
interquartile range 10.475
mode 93.900
low extremes 10
low outliers 10
high outliers 8
high extremes 0
Estaría super agradecida que me ayuden a resolverlo ya que estoy confundida.
Gracias!!!!