Answer: C nonexistent; that is, there is no such accounting requirement.
Explanation: there is no accounting
assumption that requires that the cost flow be consistent with the physical movement of goods.
Instead, the movement of money (real or virtual) is tracked using a cash flow statement; income and profit matches revenues to the timing of when products/services are delivered—a company’s net income can actually be materially different from its cash flow.
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: See explanation
Explanation:
I believe that the main thing here that can favor my company is if there's documentation for every process involved with my dealings with Regina Fabrics.
This could have been solved if she didn't reject the cash that was offered to her company after two months, so there should be a formal documents that shows that she rejected the cash which should be acknowledged and signed by her. Also, the monthly payments received by her should be documented as well.
With regards to the above, if there is a formal documentation in place, then I won't have to pay as the guaranty but if this isn't in place, then I may have to pay since there won't be evidences against her.
Answer:
d. This cannot be determined from the given information
Explanation:
To find the average revenue of 200 units it is necessary to know the total units. However, the function of the marginal revenue is not given. It is impossible to infer the marginal revenue (price) of other units (of output) only from knowing the marginal revenue of the 100th unit.
