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LFM Stats And Pure
Continuous Uniform Random Variables
Q3
Edexcel S2 2006 January — Question 3
Exam Board
Edexcel
Module
S2 (Statistics 2)
Year
2006
Session
January
Topic
Continuous Uniform Random Variables
Type
Calculate probabilities and expectations
3. The random variable \(X\) is uniformly distributed over the interval \([ - 1,5 ]\).
Sketch the probability density function \(\mathrm { f } ( x )\) of \(X\). Find
\(\mathrm { E } ( X )\),
\(\operatorname { Var } ( \mathrm { X } )\),
\(\mathrm { P } ( - 0.3 < X < 3.3 )\).
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