Answer:
PMT = $95,000
Rate = 4%
Life = 8 years
a. Amount to be deposited today
= PV(Rate, N, -PMT)
= PV(4%, 8, -95,000)
= $639,610.76
b. Amount in account after 3rd withdrawal
= PV(Rate, N, -PMT)
= PV(4%, 5, -95,000)
= $422,913.12
c. Balance in account after 8th withdrawal
= = PV(Rate, N, -PMT)
= PV(4%, 0, -95,000)
= $0
d. How much would you have at the end of 8 years?
= FV(4%, 8, -639610.76)
= $875,351.49
Answer:
I can't figure it out sorry
I think Sophia is responding to Brand Image Consistency.
This retailing challenge must meet Sophia's expectation on what she saw on its website and ads to what she will actually see in person. The image of the brand must be consistent from its advertisement to its actual product.
Answer:
5.657%
Explanation:
Data provided:
Face value = $1,000
Current market price = $640
Time of maturity, t = 8 year
Now,
the compounding formula is given as:
Face value = Current amount × 
where,
r is the rate i.e pretax rate of debt
n is the number of times the interest is compounded i.e for semiannual n = 2
thus, on substituting the values, we get
$ 1,000= $ 640 × 
or
1.5625 = 
or
= 1.0282
or
r = 0.05657
or
pretax cost of debt = 0.05657 × 100% = 5.657%
The answer is D. Imitable products and servicesd
