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Random Variables, Expectation and Variance

Chance is described with numbers: the number of heads in ten tosses, the number of probes in a hash table, the waiting time until a server responds.

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Discrete Distributions: Uniform, Binomial and Poisson

These distributions model the standard counting situations: picking uniformly from a finite set, counting successes in repeated independent trials, waiting for the first success, and counting rare events in a fixed interval.

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Continuous Distributions: Uniform, Exponential and Normal

Continuous random variables describe measurements: a random point on an interval, the lifetime of a component, the time between requests, or exam marks spread around an average. Three continuous distributions cover the GATE syllabus.

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