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A certain chemical process's reactions follow a uniformly occurring continuous probability distribution. Let Y represent the time in minutes, at which a randomly selected reaction

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A certain chemical process's reactions follow a uniformly occurring continuous probability distribution. Let Y represent the time in minutes, at which a randomly selected reaction occurs. The figure displays the density curve that describes the distribution of Y. Density curve Height = 20 20 Time in minutes (Y) Scientists are only interested in the reactions that happen in the first 4 minutes. Find and interpret P(Y

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