Answer: The relationship between A and B project cannot be determined with the information given.
Explanation: The relationship between PW(A) and PW(B) is the correlation between project A and Project B in a portfolio.
This is not possible to be calculated with the information given.
But an expression of calculating this is;
PW is the present value of A and B projects.
MARR is the minimum acceptable rate of return
The calculate the correlation of the two project, divide MARR by the multiple of the two project.
That is;
Correlation = MARR ÷ [PW(A) × PW(B)]
Therefore;
Correlation = i11% ÷ [PW(A) × PW(B)]
This shows that the relationship cannot be determined with the limited Information supplied.
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.
Learn more about the interest, refer to:
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Answer:
Nicole has profit $400 ....,.............
Answer:
a. $173
Explanation:
The computation of the amount of interest earned in five years is shown below;
But before that following calculations need to be done
As we know that
Simple interest = Present value × rate of interest × time period
= $2,500 × 8% × 5
= $1,000
Now the future value is
Future value = Present value × (1 + rate of interest)^number of years
= $2,500 ×(1 + 8%)^5
= $2,500 × 1.4693280768
= $3,673
Now the compound interest is
Compound interest = Future value - Present value
= $3,673 - $2,500
= $1,173
Now interest on interest is
Interest on interest = Compound interest - Simple interest
= $1,173 - $1,000
= $173
Answer:
$4366.67
Explanation:
Given: Asset book value on july 1, year 3= $57800
Salvage value= $5400
Useful life left= 6 years.
Now, computing the depreciation expense under straight line method.
Formula; Depreciation= 
Useful life in months= 
Next, Depreciation expense= 
∴ Monthly depreciation expense= $ 727.77
Depreciation expense for last six months of year 3= 
∴ Depreciation expense for last six month of year 3 is $4366.67.