Answer:
Instructions are listed below.
Explanation:
Giving the following information:
Activity cost pools:
Direct labor $ 10 per direct labor-hour
Machine processing $ 3 per machine-hour
Machine setups $ 45 per setup
Production orders $ 150 per order
Shipments $ 115 per shipment
Product sustaining $ 750 per product Activity
Total Expected Activity K425:
Number of units produced per year 200
Direct labor-hours 1,075
Machine-hours 2,400
Machine setups 13
Production orders 13
Shipments 26
Product sustaining 1
Total Expected Activity M67:
Number of units produced per year 2,000
Direct labor-hours 50
Machine-hours 40
Machine setups 1
Production orders 1
Shipments 1
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH K425= 1,075*10 + 3*2,400 + 45*13 + 150*13 + 115*26 + 750= $24,225
Allocate MOH M67= 10*50 + 3*40 + 45*1 + 150*1 + 115*1= $930
Answer:
The answer is EQUIVALENT UNITS (not included as an option).
Explanation:
Equivalent units are the complete units that could have been produced or manufactured during a period of time given the amount of manufacturing inputs (materials, labor) used.
For example, we have 100 nits that are 40% completed in relation to direct labor and direct materials, we could say that we have 40 equivalent units.
Jenny will move forward and Tom will move backwards.
Answer:
One of the great dangers in allocating common fixed corporate costs is that such allocations can make a product line look less profitable than it really is.
Explanation:
Therefore, care must be exercised so that a product line is not eliminated because the common fixed costs have been allocated to it such that it becomes unprofitable. This is why it is necessary to identify activity cost pools into which such fixed costs can be accumulated and from which they can be allocated to product lines. Using ABC costing approach, for instance, offers a means of escape because the system tries to allocate costs based on the level of usage or consumption of such common costs by each product line instead of using arbitrary allocation formulas.
Answer:
-0.4242
Explanation:
Ra = 0.21 or 21%
Rf = 0.045 or 4.5%
Rp = 0.28 or 28%
Expected return on a portfolio is weighted average return of its assets
:
Rp = Rf*(1-w) + Ra*w
28 = 4.5*(1-w) + 21*w
28 = 4.5 - 4.5w + 21w
28 - 4.5 = 21w - 4.5w
21w - 4.5w = 28 - 4.5
16.5w = 23.5
w = 23.5/16.5
w = 1.4242
Hence, weight of risky asset = 1.4242
So, Weight of risk free asset = 1 - 1.4242
Weight of risk free asset = -0.4242
