Answer:
Taking the present value of a single cash flow into consideration. If the discount rate is increased then, the cash flow would also be increased especially if a constant present value is maintained.
By comparison; let's make an assumption that Cornell used a higher discount rate, then that means he would need to project a higher level of assumed future cash flows that is higher than the present value to have been consistent with the given pre announced price of $61.50.
So, the implied growth rate consistent with a price of $61.50 would have been higher than the 20 percent growth rate estimated by Cornell.
a. The amount of land on the balance sheet will be $36,000 which is historical cost of the land. Land is not subject to depreciation so it is recorded at historical cost and not carrying value.
b. The amount of rent expense reported on Income statement will be $5,500 [ $ 6,000 * 11 /12 months ]
c. The total amount of liabilities reported on the balance sheet will be $43,800. This includes the contingent liabilities and warranties.
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Answer:
These steps can help you when building an emergency fund in college:
Set a goal for how much you need.
Consider your total monthly income and expenses.
Determine what expenses are necessary.
Decide how much you're going to save every month.
Consider how you're going to get what you need.
Explanation:
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Managers have a tendency to let their programmed activities overshadow their nonprogrammed activities because of Gresham's law of planning. Gresham's law was developed by Thomas Gresham and it focuses mainly on economics, not the planning side. The main focus of the law is that bad money will drive out good.
Answer:
The price of the 1975 golf ball in 2005 is $0.55
Explanation:
In this question, we are asked to calculate the price of a golf ball in the year 2005 which was bought in the year 1975.
Before we begin to answer, we have been seeing CPI, what could this mean?
The term CPI stands for consumer price index. It refers simply to the change in price of a particular goods or services over a specific period of time.
Now, we mathematically propose a solution to the problem as follows;
We identify the following;
CPI in 1975 = 52.3
CPI in 2005 = 191.3
We now calculate the CPI change between the years. This can be done by dividing the CPI in the year 1975 by the CPI in the year 2005. Mathematically;
CPI change between years = CPI IN 1975/ CPI in 2005
= 52.3/191.3
= 0.273
Now, we proceed to calculate the price of the 1975 ball in 2005.
Mathematically;
A 1975 golf ball’s cost in 2005 = CPI change * price of golf ball in 2005
= 0.273 * 2
= $0.55