Answer:
$ 244 million
Explanation:
Calculation for how much has GE saved in taxes by choosing LIFO over FIFO method for costing inventory
Tax rate Amount (In millions)
LIFO $ 10,315.00 35% =$ 3,610.25
FIFO $ 11,012.00 35% =$ 3,854.20
Savings in taxes $ (697.00) $ (243.95)
Hence,
Savings in taxes=$ 3,610.25 million-$ 3,854.20 million
Savings in taxes=($243.95 million)
Savings in taxes=($ 244 million) Approximately
Therefore the amount that GE saved in taxes by choosing LIFO over FIFO method for costing inventory will be $ 244 million
Answer:
e. None of the above.
Explanation:
When the stock price follows a random walk the price today is said to be equal to the prior period price plus the expected return for the period with any remaining difference to the actual return due <u>due to new information related to the stock"</u>. This is because any new information on stock which is unrelated to stock prices will lead to an increase/decrease in the stock price over a period of time.
Answer:
D
Explanation:
announcing the product takes place in the commercialization and launch of the product
Answer: (A) Controlling
Explanation:
According to the given question, Lesley Torres is the project manager in an organization and she organized a campaign against the deforestation in the Indonesia.
She performing the controlling function by managing all the schedules and also implementing the given process.
The controlling is one of the main function in the management as it ensure all the activities performed accurately and also helps in planning all the activities in an organization. It basically helps in meet the desirable goals of the company by setting a standard performance.
Therefore, Option (A) is correct answer.
Answer:
Hilary is a retired teacher who lives in Miami and does some consulting work for extra cash. At a wage of $50 per hour, she is willing to work 10 hours per week. At $65 per hour, she is willing to work 19 hours per week.
Using the midpoint method, the elasticity of Hilary’s labor supply between the wages of $50 and $65 per hour is approximately 2.37 , which means that Hilary’s supply of labor over this wage range is elastic.
Explanation:
Midpoint elasticity = (Change in labor supplied / Average labor supplied) / (Change in wage rate / Average wage rate)
= [(19 - 10) / (19 + 10) / 2] / [$(65 - 50) / $(65 + 50) / 2]
= [9 / (29 / 2)] / [15 / (115 / 2)]
= (9 / 14.5) / (15 / 57.5)
= 0.62/0.26
Midpoint elasticity = 2.37
Once elasticity is greater than 1, supply of labor is Elastic.
