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The shelf life of a product is a random variable that is related to consumer acceptance. It turns out that the shelf life Y in days of a certain type of bakery product has the density function shown to the right. What fraction of the loaves of this product stocked today would you expect to be sellable 5 days from now? f(y) = 4 0₁ 4³, 0≤y<∞ The fraction of loaves stocked today that would be sellable 5 days from now is (Round to four decimal places as needed.) elsewhere

The shelf life of a product is a random variable that is related to consumer acceptance. It turns out that the shelf life Y in days of a certain type of bakery product has the density function shown to the right. What fraction of the loaves of this product stocked today would you expect to be sellable 5 days from now? f(y) = 4 0₁ 4³, 0≤y<∞ The fraction of loaves stocked today that would be sellable 5 days from now is (Round to four decimal places as needed.) elsewhere

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I need help with this. round to four decimal places

The shelf life of a product is a random variable that is related to consumer acceptance. It turns out that the shelf life Y in days of a certain type of bakery product has the density function shown to the right. What fraction of the loaves of this product stocked today would you expect to be sellable 5 days from now? f(y) = 3 Alw 0₁ e 3 4% 0≤y<∞o The fraction of loaves stocked today that would be sellable 5 days from now is (Round to four decimal places as needed.) elsewhere
Transcribed Image Text:The shelf life of a product is a random variable that is related to consumer acceptance. It turns out that the shelf life Y in days of a certain type of bakery product has the density function shown to the right. What fraction of the loaves of this product stocked today would you expect to be sellable 5 days from now? f(y) = 3 Alw 0₁ e 3 4% 0≤y<∞o The fraction of loaves stocked today that would be sellable 5 days from now is (Round to four decimal places as needed.) elsewhere
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