A continuous random variable X with a distribution function is
given
πΉ (π₯) = 0.125π₯2πΌ [0.2] (π₯) + 0.5πΌ (2.4] (π₯) + 0.125π₯πΌ (4.8] (π₯) + πΌ
(8, β) (π₯).
Then the following applies:
π(πβ€4|π>2)=0.5, true or false
π(2<πβ€4)=0.5, Β Β true or false
π(πβ€6)=0.75. Β Β Β true or false
A continuous random variable X with a distribution function is given 𝐹 (𝑥) = 0.125𝑥2𝐼 [0
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