Answer:
total cost to be accounted = $297000
Explanation:
given data
beginning work in process inventory = $37,000
ending work in process inventory = $43,000
costs added to production = $260,000
cost of units transferred out = $254,000
solution
we get here total cost to be accounted that is express as
total cost to be accounted = ending work in process inventory + cost of units transferred out ......................1
put here value and we will get
total cost to be accounted = $43,000 + $254,000
total cost to be accounted = $297000
Answer:
Wilkens' days in inventory for 2017 = 60.833
Explanation:
Given:
Sales = $1,800,000
Beginning inventory = $160,000
Ending inventory = $240,000
Gross profit = $600,000
Inventory turnover = 6 times
Wilkens' days in inventory for 2017 = ?
Computation of Wilkens' days in inventory for 2017:
Wilkens' days in inventory for 2017 = Number of days in a year / Inventory turnover
Wilkens' days in inventory for 2017 = 365 / 6 times
Wilkens' days in inventory for 2017 = 60.833
Answer:
The correct answer is a. Developing a strategic vision, setting objectives, and crafting a strategy
.
Explanation:
Management has the responsibility of charting the strategic course, establishing a series of objectives that allow it to choose a strategy that allows achieving everything planned. Likewise, the board of directors is responsible for defining and executing such strategies.
The management process has the following stages:
1. Define strategic vision.
2. Set Goals.
3. Develop the strategy.
4. Apply and implement the strategy.
5. Evaluate performance and implement controls.
Answer:
First Financial would divide the $10,500 loan by the present value of annuity due of 1.
The correct answer is C
Explanation:
Present value of annuity formula is used for determining the amount of loan payment. Since the payments will be made at the beginning of each month, we will apply the formula for present value of annuity due. In order to determine the amount of monthly payment, we will divide the principal by the present value of annuity due of 1.
