Answer:
A. 4500kgs
B. 15.4orders
(c)
The order size should be the economic order quantity which is computed as:
Q = (2.d.K / h)1/2 = sqrt(2*9000*20 / 0.03) = 3464.1 kg
(d)
If Q = 3000 kg,
Total cost of ordering + carrying = (12d/Q) * K + (Q/2) *12h = (12*9000/3000)*20 + (3000/2)*0.03*12 = $1,260
(e)
If Q = EOQ = 3464.1 kg
Total cost of ordering + carrying = (12d/Q) * K + (Q/2) *12h = (12*9000/3464.1)*20 + (3464.1/2)*0.03*12 = $1,247.1
(f)
If Q = 6,500 kg,
Total cost of ordering + carrying = (12d/Q) * K + (Q/2) *12h = (12*9000/6500)*20 + (6500/2)*0.03*12 = $1,502.3
(g)
If Q = 20,000 kg,
Total cost of ordering + carrying = (12d/Q) * K + (Q/2) *12h = (12*9000/20,000)*20 + (20,000/2)*0.03*12 = $3,708
So, per kg cost = 3708 / (9000*12) = $0.034
Explanation:
Answer:
The days' inventory outstanding was 107.35 days
Explanation:
The days' inventory outstanding indicates how many days on average a company turns its inventory into sales. Days' inventory outstanding is calculated by using the following formula:
Days' inventory outstanding = (Average inventory / Cost of goods sold) x 365 days
In there,
Average inventory = (Beginning Inventory for the year + Ending Inventory for the year)
/2
In Carey's Department Store,
Average inventory = ($4,000,000 + $6,000,000)/2 = $5,000,000
Days' inventory outstanding = ($5,000,000/$17,000,000)x365 = 107.35 days
Answer:
$812.49
Explanation:
Given that
Sale value of ordinary annuity = $4,947.11
Time period = 8 years
Interest rate = 6.50%
So by considering the above information, the annual annuity payment is
$4,947.11 = Annual annuity payment × Present value annuity factor at 6.5% for 8 years
$4,947.11 = Annual annuity payment × 6.0888
So, the annual annuity payment is $812.49
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