In: Statistics and Probability
The amount of time until a laptop breaks down follows a an exponential distribution which has the following distribution
F(x) = 1 – exp(- ?x), if x ≥ 0
0 , otherwise
The parameter ?=1, the population mean and standard deviations are equal to 1/?. A sample size of n = 32 was generated from the above population distribution for k = 10,000 times. One of these samples is presented in the table below.
2.5689 |
0.7311 |
1.6212 |
0.0021 |
1.3902 |
0.0057 |
0.9763 |
0.7368 |
0.4962 |
1.2702 |
0.4980 |
1.5437 |
0.0326 |
1.6022 |
0.7332 |
0.1098 |
0.0519 |
0.7981 |
0.4978 |
2.0094 |
3.5883 |
0.0847 |
0.3621 |
0.0116 |
2.8394 |
0.0419 |
0.1961 |
0.0584 |
0.2421 |
0.6413 |
1.8856 |
1.5461 |
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