I think the most appropriate answer would be B.
I hope it helped you!
Answer:
$1,060.75
Explanation:
the yield to maturity of the second bond is to 4% semiannual or 8.16% effective annual rate.
so we have to calculate the quarterly interest rate that yields an effective annual rate of 8.16%:
0.0816 = (1 + i)⁴ - 1
1.0816 = (1 + i)⁴
⁴√1.0816 = ⁴√(1 + i)⁴
1.0198 = 1 + i
i = 0.019804 = 1.9804%
now we must discount the first bond using that effective interest rate:
PV of face value = $1,000 / (1 + 4%)²⁰ = $456.39
PV of first 20 coupon payments = $20 x 16.38304 (PV annuity factor, 1.9804%, 20 periods) = $327.66
now we must find the value of the last 20 coupon payments but at the end of year 5 = $25 x 16.38304 = $409.58. Then we calculate the PV = $409.58 / (1 + 4%)¹⁰ = $276.70
the bond's current market value = $456.39 + $327.66 + $276.70 = $1,060.75
Answer:
The employess of the company would have discovered this cultural difference during a documentary training session.
Explanation:
In Cross-cultural training, there is commonly a documentary session after the field experience. In this documentary session, instruction material related to the cultural background is given to learners and foster their field experience. Cultural differences are understood in a documentary session when the learners compare their previous knowledge and experience about the new culture as also comparing with their culture.
Answer:
18.37%
Explanation:
The internal rate of return is the return at which the net present value comes to zero
Here the net present value is the value at which the present cash inflows after discounting factor is exceeded then the initial investment. If this thing happens then the project would be accepted otherwise it would be rejected
The computation of the range of the plant IRR is to be shown in the attachment below.
Please find the attachmentHence, the internal rate of return is 18.37%
Answer:
1. February – Budgeted direct labor hours = 378; Budgeted direct labor cost = $3,024.
2. March – Budgeted direct labor hours = 413; Budgeted direct labor cost = $3,304.
Explanation:
1. February direct labor budget:
a. Number of direct labor-hours budgeted for February = 0.07 * 5,400 = 378 labor hours
b. February budgeted direct labor cost = 378 * $8.00 = $3,024
2. March direct labor budget:
a. Number of direct labor-hours budgeted March = 0.07 * 5,900 = 413 labor hours
b. March budgeted direct labor cost = 413 * $8.00 = $3,304.00
