At the end of each week, the inventory for each cookie is equal to the amount baked plus the previous week's inventory minus the demand. Select the option that models this constraint. None of the above Someone ate all the cookies in inventory, so this constraint is unnecessary. = 2ịt - dit Vi=1,...,m,t=1,...,n O Ii,t where Ii,o = 0 Vi ○ Ii,t = Ii,t-1 + xi,t = di,t_Vi= 1, ..., m, t = 1,...,n where Iį,0 = 0 Vi ○ Ii,t = Ii,t-1 + Xi,t_ Vi = 1,. m, t = 1,..., n ...9 ○ Σt=1 Ii,t = Σt=1 (Ii,t-1 + xi,t − di,t) Vi= 1,...,m

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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ISBN:9780079039897
Author:Carter
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Chapter4: Equations Of Linear Functions
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At the end of each week, the inventory for each cookie is equal to the amount baked plus the
previous week's inventory minus the demand. Select the option that models this constraint.
O None of the above
Someone ate all the cookies in inventory, so this constraint is unnecessary.
○ Ii,t
=
O Ii,t
where Ii,o
xi,t dit Vi= 1,..., m, t = 1,..., n
=
=
where I₂,0
0 Vi
Ii,t-1 + xi,t
= 0 Vi
dit Vi= 1,
m, t = 1, n
9
○ Ii,t = Ii,t-1+xist Vi= 1,...,m,t = 1,...,n
n
○ Σt_₁
t=1
●
In
Ii,t = Σf_₁ (Ii,t-1 + xi,t −di,t) Vi= 1,...,m
Transcribed Image Text:At the end of each week, the inventory for each cookie is equal to the amount baked plus the previous week's inventory minus the demand. Select the option that models this constraint. O None of the above Someone ate all the cookies in inventory, so this constraint is unnecessary. ○ Ii,t = O Ii,t where Ii,o xi,t dit Vi= 1,..., m, t = 1,..., n = = where I₂,0 0 Vi Ii,t-1 + xi,t = 0 Vi dit Vi= 1, m, t = 1, n 9 ○ Ii,t = Ii,t-1+xist Vi= 1,...,m,t = 1,...,n n ○ Σt_₁ t=1 ● In Ii,t = Σf_₁ (Ii,t-1 + xi,t −di,t) Vi= 1,...,m
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