B makes more sense it should be it
Answer:
MIRR = 4.32%
Explanation:
year cash flow
0 -$795,000
1 $375,000
2 -$500,000
3 $600,000
4 $400,000
Since there are 2 cash outflows, the IRR calculation would result in two different answers (1 for every cash outflow), that is why we use the MIRR function in excel.
=MIRR (cash flows, finance rate, reinvestment rate)
=MIRR (-795000 to 400000, 5.5%, 5.5%)
Since we are only given one interest rate, we will use it as our finance rate and our reinvestment rate.
MIRR = 4.32%
Answer:
Option A is the correct answer,$5810
Explanation:
The relevant of the Y51B is the cost of replacement,which is the open market price as it is actively being used by Yehle Inc.
Besides, if the quantity currently in inventory is used it has to be replaced at open market price.
Disposal value would have been used if the material in question is not being used
The relevant of 700 liters is given below:
$5.81*1000=$5,810
1000 liters has to be bought not 700 liters as the least quantity available for sale is 1000 liters.
Above,it would be wrong to choose option D as 700 liters is not available
The reserve requirement when the federal reserve banks sell $40 million in government securities to commercial banks is $8 million.
<h3>How to calculate the reserve requirement?</h3>
From the information given, the the federal reserve banks sell $40 million in government securities to commercial banks and the reserve ratio is 20 percent.
Therefore, the reserve requirement will be:
= 20% × $40 million
= $8 million.
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Nirav recently opened a savings account offering 2% annual compound interest, this means that Nirav will earn the same amount of interest each year for four years.
<h3>What is a saving account?</h3>
An account at a retail bank is formally called as a savings account. This is a type of account that person granted a person that his money is safe in a particular bank. Refer to the image below for the complete question.
The given case tells about that <u>what would be the impact</u> of savings account offering 2% annual compound interest on Nirav, then he will earn the same amount of interest compounded each year for four years.
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