Two independent experiments are run in which the drying time in hours of two different types of paint are recorded and compared. For paint A, there are na = 340 specimens, with HA = 5 hours, and known oA = 0.85 hours. For paint B, there are ng = 360 specimens, with HB = 3.9 hours, and known oB %3| 0.85 hours. Find the probability P(X.- X R>1) where X. and Xp are the average drving times for the given

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Chapter1: Combinatorial Analysis
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Two independent experiments are run in which the drying time in hours of two different types of paint are
recorded and compared.
For paint A, there are na = 340 specimens, with HA = 5 hours, and known oA = 0.85 hours. For paint
B, there are ng = 360 specimens, with HB = 3.9 hours, and known oB
%3|
0.85 hours.
Find the probability P(X.- X R>1) where X. and Xp are the average drving times for the given
Transcribed Image Text:Two independent experiments are run in which the drying time in hours of two different types of paint are recorded and compared. For paint A, there are na = 340 specimens, with HA = 5 hours, and known oA = 0.85 hours. For paint B, there are ng = 360 specimens, with HB = 3.9 hours, and known oB %3| 0.85 hours. Find the probability P(X.- X R>1) where X. and Xp are the average drving times for the given
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