Helps to boost outs comes and productivity.
        
             
        
        
        
 Answer:
Answer:
Explanation:
Using the EOQ Formula =  EOQ
D = Demand = 773
O = Ordering Cost =28
H = holding Cost = 11*33% =3.63
So we have :
EOQ=
EOQ= 
EOQ=
EOQ= 
EOQ= 109.20196
     
Previous per unit order cost = 28/773 =0.03622
No of Orders = D/o  
 No of Orders = 773/109.20196 =7.0786
Cost per order =109.20196*0.03622 =3.9555
Total order cost= 7.0786*3.9555=27.9998
At EOQ holding Cost is equal to Order Cost
New Order cost =27.9998
Holding Cost = 27.9998
New cost As per EOQ = 56
Previous (33+28)  =  61
Net Saving = 5
 
        
             
        
        
        
Answer:
I agree with the owner of the company
Explanation:
The overall losses are $40,000 per month and the fixed costs are $30,000 per month.
The company should stop production because the losses are over fixed cost and this tells us that the company is not even able to recover the variable costs and because the variable costs are not at least recovered, there would be no point for the company to continue in the business as it would keep on making a loss and the logic might be wrong regarding sunk costs but the decision must be taken in favour where production should be stopped.
 
        
             
        
        
        
Answer:
Explanation:
U(C, L) = (C – 100) × (L – 40)
(a) C = (w - t)[110 - L] + 320
C = 10[110 - L] + 320
C + 10L = 1420
where,
C- consumption
w - wages
t - taxes
L - Leisure
(b) Given that,
L = 100 then,
C = 420



               = 5.33
(c) L = 110
C = 320
Reservation wage:
 
 
= 3.14
(d) At optimal level,

C - 100 = 10L - 400
C - 10L = -300
C = 10L - 300
Using budget constraint:
C + 10L = 1420
10L - 300 + 10L = 1420
20L = 1720
L* = 86 and C* = 560