Answer:
Being recognized for a job well done
Explanation:
Hi there
The price of the car after a year would be
20,000×(1+0.04)
=20,800 because of inflation
The amount of down payment is
20,800×0.2
=4,160
So you need to deposit
P=4,160÷(1+0.06)
p=3,924.5 round your answer to get
P=3925
Hope it helps
Answer:
The answer is
A. 26.46%
B. $5,958,354.88
Explanation:
A.
IRR = CFo/(1 + IRR)^0 + CF1/(1 + IRR)^1 + CF2/(1 + IRR)^2 + CF3/(1 + IRR)^3 + CF4/(1 + IRR)^4 + CF5/(1 + IRR)^5
CFo = -$10,000,000
CF1 = $3,000,000
CF2 = $3,500,000
CF3 = $4,000,000
CF4 = $4,900,000
CF5 = $5,000,000
Using a financial calculator;
IRR = 26.46%
B.
NPV = -CFo + CF1/(1+ r)^1 + CF2/(1 +r)^2 + CF3/(1 + r)^3 + CF4/(1 + r)^4 + CF5/(1 + r)^5
CFo = -$10,000,000
CF1 = $3,000,000
CF2 = $3,500,000
CF3 = $4,000,000
CF4 = $4,900,000
CF5 = $5,000,000
Using a financial calculator;
NPV = $5,958,354.88
Answer:
The carrying value of the bonds immediately after the first interest payment is $434,300.
Explanation:
Face value of the bond = $440,000
Proceeds from bond issue = $434,000
Discount on bond payable = Face value of the bond - Proceeds from bond issue = $440,000 - $434,000 = $6,000
Total number of seminual = Number of years of bond maturity * Number of semiannual in a year = 10 * 2 = 20
Discount amortizaton per semiannual = Discount on bond payable / Total number of seminual = $6,000 / 20 = $300
Carrying value after first interest payment = Proceeds from bond issue + Discount amortizaton per semiannual = $434,000 + $300 = $434,300
Therefore, the carrying value of the bonds immediately after the first interest payment is $434,300.
