Let Yj denote the weight (in tones) of a bulk item stocked by a supplier at the beginning of a week and Y2 denote the amount of this item sold by the supplier during the week. Further the joint probability density function for Y, and Y2 is f (y1, Y2) : 0 < y2 < Y1 <1 o, Y1 otherwise Find Cou (Y, Υ).

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Let Yj denote the weight (in tones) of a bulk item stocked by a supplier at the beginning of a week and Y2
denote the amount of this item sold by the supplier during the week. Further the joint probability density
function for Y¡ and Y2 is
0< y2 < y1 <1
f (y1, Y2)
Y1
0,
otherwise
Find Cou (Y, Υ).
Note: Please round your final answer to 4 decimal places.
Transcribed Image Text:Let Yj denote the weight (in tones) of a bulk item stocked by a supplier at the beginning of a week and Y2 denote the amount of this item sold by the supplier during the week. Further the joint probability density function for Y¡ and Y2 is 0< y2 < y1 <1 f (y1, Y2) Y1 0, otherwise Find Cou (Y, Υ). Note: Please round your final answer to 4 decimal places.
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