Comparing Exact Probability with Tchebycheff’s Inequality Limit : An Example
Автор: AAMATH
Загружено: 2025-12-31
Просмотров: 24
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Q-8. A random variable $X$ has probability density function $f(x)=12x^2(1-x);\; (0\lt x\lt 1).$ Compute $P(|X-m|\geq2\sigma)$ and compare it with the limit given by Tchebycheff's inequality where $m$ is the mean and $\sigma$ is the standard deviation of the distribution.
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Semester-5 (CBCS)
Paper-CC-11
#probability & #statistics
B.Sc.(Honours) Mathematics,
University of Calcutta
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