Those decisions should be based on COSTS AND BENEFITS.
In making decision on which course to follow, the decision made will be based on the costs of the products involved and the benefits that each one of them has to offer. The product with the lowest cost and the highest benefits should be chosen.
Answer:
Explanation:
Mike insurance company will pay = 0.9 of 400 = $ 360
Answer:
The correct answer is option (b).
Explanation:
According to the scenario, computation of the given data are as follows:
first we calculate the predetermined OH, then
Predetermined OH rate = Estimated Manufacturing OH Cost ÷ Estimated Direct Labor Hours
= $451,140 ÷ 61,800
= 7.3
So, Applied MOH = 60,500 × 7.3 = $441,650
So, Underapplied OH = Actual MOH - Applied MOH
= $532,000 - $441,650
= $90,350 (under applied)
The global market entry strategy that Mary Kay used when it entered
India was the exporting market entry strategy. The priorities of Mary Kay when
doing business was God first, family second and career third. In India however
it was adapted that faith first, family second and career third. Mary Kay does this for the purpose of the
religion and for the sake of respecting those who practice their religions.
Answer:
When a company sells different securities together (this usually happens during mergers and acquisitions):
- and the price of all the securities is not certain, the incremental method will first allocate proceeds to the sale of securities whose price is actually certain. The remaining proceeds will be allocated to the securities whose price is uncertain. E.g. total sales $10 million, stocks worth $5 million were sold and bonds worth ? million were sold. The company will allocate $5 million to stocks and $5 million to bonds.
- and the price of all the securities is certain, the proportional method allocates the sales proceeds proportionally among the different securities sold. E.g. total sales $10 million, stocks worth $5 million were sold and bonds worth $3 million were sold. The company will allocate ($5/$8) x $10 million = $6.25 million to stocks and $3.75 to bonds.
