The answer is the letter "B" Competitive Advantage.
Answer:
c) Counteroffer
Explanation:
A counteroffer determines this when an offer is being created for the purpose of the earlier offer by another person during the negotiation for creating the ending contract. To make the counteroffer is to reject the previous offer and is created under the terms of the counteroffer or there will be no contract.
Here according to the given scenario, Jack makes the offer in the condition that he needs only microwave, refrigerator, and window treatment and this will be a sale part. Now, Padilla who is selling the home is accepting the terms of Jack with the condition that the refrigerator will remain in the home. So, this case is called the counter offer.
Answer:
Year-end WIP 62,200
jounral entry for completed jobs:
-------------------------------------
Finished Good Inventory 1,149,800 DEBIT
WIP inventory 1,149,800 CREDIT
-------------------------------------
Explanation:
<u>WIP </u>
Beginning $ 72,000
Materials $ 390,000
Labor $ 500,000
Overhead <u>$ 250,000</u>
Total WIP $ 1,212,000
<u />
<u>Finished Jobs:</u>
Job 210 $ 200,000
Job 224 $ 225,000
Job 216 $ 288,000
Job 230 <u>$ 436,800</u>
Total $ 1,149,800
the jobs complete will move to finished good and credit WIP inventory
WIP year-end:
1,212,000 - 1,149,800 = 62,200
Answer:
A. $192,000
Explanation:
The computation of the labor related overhead cost is shown below:
= (Labor related overhead cost) ÷ (Total direct labor hours) × direct labor hours of X
= ($480,000) ÷ (16,000 hours + 24,000 hours) × 16,000 hours
= $192,000
hence, the correct option is A.
Answer:
0.98
Explanation:
Computation for Bill Duke portfolio's beta
First step is to find the Investment in Y which is:
Investment in Y=100,000-35,000
=$65,000
Second step is to calculate for the Portfolio beta using this formula
Portfolio beta=Respective beta*Respective Investment weight
Portfolio beta =(35,000/100,000*1.5)+(65,000/100,000*0.7)
Portfolio beta=(0.35*1.5) +(0.65*0.7)
Portfolio beta =0.525 +0.455
Portfolio beta=0.98
Therefore the Portfolio Beta will be 0.98
