Answer:
2.43 %
Explanation :
Real Interest rate = (1 + nominal rate) / (1 + inflation rate) - 1
therefore,
Real Interest rate = 1.052 / 1.027 - 1
= 2.43 %
the approximate real rate of interest is 2.43 %
Answer:
Cash flow year 0 (110,000)
or in other way to express it: a cashoutflow for $110,000
Explanation:
Initial net cahs outflow
this will be the acquisition of the machine cost plus the increase in the working capital for the company
machine cost: all cost necessary for acquire the machien and get it operational
supplier list price 85,000
installation cost <u> 15,000</u>
total cost 100,000
Increase in Working Capital Cost 10,000
As these are cost they are negative so we have a cashouflow
Total cashflow (110,000)
The answer to this question would be: <span>A. $55,555
</span>In this question, the interest rate is 0.018% and you need to have $9.99 interest. That mean, you need to divide the target interest value with the current interest rate. The equation should be:
interest = bank account * interest rate
$9.99 = bank account * 0.018%
bank account = $9.99/ 0.018% (don't forget the % mean 1/100)
bank account = $55,500
If we assume that the $9.99 value is $9.99... then the answer would be $55,555
Answer: operating budget
Explanation:
In the given scenario in the question, we can deduce that the management is in the process of planning the operating budget of the company.
The operating budget simply refers to the money that's needed by the company for it to run efficiently. It is made up of the manufacturing costs, sales budget, selling expenses, and the administrative expenses.
Answer:
less reliable than the appraiser's.
Explanation:
in such a scenario the broker's opinion of value will be less reliable than the appraiser's. This is mainly because the broker does not have all the information that the appraiser has and is making his opinion without this information, which may lead to unforeseen consequences that would not otherwise occur if the broker had this information and was able to see a much bigger picture of the situation to incorporate into his opinion.
