Answer:
Kanban container size = 73
Number of kanbans needed = 5
Explanation:
Kanban container size (Q):
Q = SQRT [(2 x D x S) / H x (1 - d/p)]
where,
D = Annual demand
S = Setup cost
H = Holding cost
d = Daily usage
p = Daily production
Putting the given values in the above formula,
CONTAINER SIZE = SQRT ((2 * ANNUAL DEMAND * SETUP COST) / (HOLDING COST * (1 - (DAILY USAGE / DAILY PRODUCTION))))
Q = SQRT [(2 x 4,000 x $30) / $125 x (1 - 16/25)]
Kanbans container size = 73 units (Rounding off to the nearest whole number)
NUMBER OF KANBANS = DEMAND DURING LEAD TIME + SAFETY STOCK / SIZE OF CONTAINER
K = ((16 * 16) + (4 * 25) / 73 = 5
Answer:
Simple Interest=P*r*n= $20 million * 0.18 * 1= $3.6 million
Therefore amount accumulated= $20 million + $3.6 million = $23.6 million
Amount accumulated through Compound Interest=P×(1+r) ^t
= $20 million( 1+0.18/12)^12= $23.912 million
Explanation:
Simple interest is based on the principal amount of a loan or deposit, while compound interest is based on the principal amount and the interest that accumulates on it in every period.
Answer: a. He has an acquisition cost of $4,800 and a date of acquisition of March 15, 2007.
Explanation:
A Put amount gives the holder the right to sell underlying assets. As the Put was exercised, the customer would have to buy the underlying stock and the price they will pay for it is the strike price of the Put less the cost of the Put.
Options contracts come in 100s so;
Acquisition cost = (50 - 2) * 100
= 48 * 100
= $4,800.
The date of acquisition is the day the put was exercised.
Answer:
Total production= 20,600 units
Explanation:
Giving the following information:
Marvel’s expected sales are 20,000 bookcases for the quarter. The company begins the quarter with an inventory of 3,000 bookcases and wants to have enough finished bookcases on hand at the end of the quarter to provide for 15% of the next quarter’s expected sales of 24,000 bookcases.
Sales= 20,000 units
Ending inventory= (24,000*0.15)= 3,600
Beginning inventory= 3,000 (-)
Total production= 20,600 units
Out of the 485 who ate the same food items, 65 people had fever and diarrhea and five of them were severely affected. If there were 72 cases added based on the laboratory tests, clinically apparent cases will be (65+72) or 137. The ratio of severe cases to other clinically apparent cases was 5/137.
