Answer:
IRR = 3.64%
Explanation:
using a financial calculator or excel spreadsheet we can determine the IRR of this investment:
year 0 = -$15,000
year 1 = $0
year 2 = $0
year 3 = $0
year 4 = $5,000
year 5 = $6,000
year 6 = $7,000
IRR = 3.64%
Since your required rate of return is 12%, you should pay a maximum of $10,128.57
Answer:
b. just-in-time inventory management
Explanation:
Just in Time (JIT) inventory relates to an inventory control program with the goal of making inventory conveniently able to meet demand, just not to the extent of overload where you have to store extra items. JIT inventory has been used to better cut costs, open up storage space, and reduce error levels.
Answer:
a. Secured bonds - A secured bond is a bond that is issued with a collateral backing the loan.
b. Callable bonds - A bond that the issuer can call off, or pay off, at any time, not necessarily at maturity.
c. Convertible bonds - A bond that can be converted into equity (stocks). If the bondholder wishes, he can exchange his bond for ownership of stocks in the bond issuer firm.
d. Term bonds - A bond that has one single, specific maturity date.
e. Serial bonds - A bond that has several maturity dates.
Answer:
Irrational decision
Explanation:
Irrational decisions refer to those decisions which are not taken after enough deliberation, ignore the rationale, facts and logic, are rather decided out of whim and impulse and usually instantly decided.
In the given case, Joe was not willing to pay more than $500 cash yet eventually ended up paying $600. Even if the $25 gift card is considered, he ended up paying $575 which is more than he had decided to pay.
The choice of the consumer here is not rational or rather irrational since, he without considering other alternatives or exercise of judgement, without evaluating his costs, impulsively opted for the credit card lured by $25 gift card.
As per the economic theory, Joe's decision would be referred to as irrational.
Answer:
$1,096.09
Explanation:
The computation of the future value by using the following formula is shown below:
As we know that
Future value = Present value × (1 + interest rate)^number of years
= $463 × (1 + 0.09)^10
= $463 × 2.367363675
= $1,096.09
We simply applied the above formula so that the future value could arrive and the same is to be considered