Answer and Explanation:
a. The computation of the internal rate of return is shown below:
Given that
The expected cash inlfows would be $9,400 for four years each
Rate of return is 7%
The Initial investment is $30,455
Based on the above information
The net present value is
= $9,400 × PVIFA factor for 7% at 4 years - $30,455
= $9,400 × 3.3872 - $30,455
= $31,840 - $30,455
= $1,385
Now the present value factor is
= $30,455 ÷ $9,400
= 3.2399
Now based on the factor table, the rate should be 9% for four years
b. Yes depend upon the internal rate of return, the park co should make the investment
The reason why Peccarelli
returned to Guatemala was to look for the bodies of a tragedy that happened in
his childhood and help identify them. His team’s goals are to talk to the
families of the deceased and to give the families closure.
Answer:
LCM = $15.5
Explanation:
RC = $14
Ceiling: NRV = $17
Floor: NRV – PM
Net realizable value for product ALPHA -Normal profit for product ALPHA
= $17 – $1.50= $15.5
Market= $15.5
LCM = $15.5
Therefore the proper per unit inventory value for product ALPHA applying LCM will be $15.5
Answer: The correct answer is "d. all of the above"
Explanation: In a perfectly-competitive industry a firm have no incentive to enter or exit the industry when:
- market price is equal to minimum long-run average cost.
- each firm earns a normal return.
This happens because in perfect competition companies reach a long-term equilibrium where extraordinary benefits are eliminated.
Answer:
CPI at the beginning of the year = 192.52
Explanation:
given data
nominal interest rate = 7 percent
real interest rate = 4 percent
CPI = 198.3
to find out
CPI at the beginning of the year
solution
we know that according to fisher equation
1 + r =
....................1
and for smaller values is equivalent to r
r = n - i .....................2
here r is real interest rate and n is nominal interest rate and i is inflation rate
so from equation 2
4 = 7 - inflation rate
inflation rate = 3 percent
so
Rate of inflation = (CPI at the end of the year - CPI at the beginning of the year) × 100 ÷ CPI at the beginning of the year
put here value
3% = (198.3 - CPI at the beginning of the year) × 100 ÷ CPI at the beginning of the year
CPI at the beginning of the year = 
CPI at the beginning of the year = 192.52