Suppose X-U (-54, 60) and F(t) is the cumulative distribution function. What is the probability that X is in the interval (-51, -21] or in the interval (-36, 57]? O (F(-21)-F(-51))+ (F(57) - F(-36)) O (F(-21)-F(-51)) x (F(57) - F(-36)) O F(-21)-F(-36) O F(57) - F(-51)

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Suppose X-U (-54, 60) and F(t) is the cumulative distribution function. What is the probability that X is in the interval [-51,
-21] or in the interval [-36, 57]?
O (F(-21)-F(-51))+ (F(57) - F(-36))
O (F(-21)-F(-51)) x (F(57) - F(-36))
O F(-21)-F(-36)
O F(57) - F(-51)
Transcribed Image Text:Suppose X-U (-54, 60) and F(t) is the cumulative distribution function. What is the probability that X is in the interval [-51, -21] or in the interval [-36, 57]? O (F(-21)-F(-51))+ (F(57) - F(-36)) O (F(-21)-F(-51)) x (F(57) - F(-36)) O F(-21)-F(-36) O F(57) - F(-51)
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