Answer:
e. Projects with "normal" cash flows can have only one real IRR
Explanation:
Normal cash flow refers to normal expected cash flow from the project, it might be negative, or positive. But generally there is a pattern in such cash flows. Initially they might be negative, but as the project starts getting mature there is positive cash flow.
This is normal circumstance. Under this there is only one real IRR. IRR is represented as the rate of return where present value of inflows = present value of outflows.
Thus, statement is true and correct.
Answer: 12.47%
Explanation:
The value of each stock will be gotten by their unit multiplied by the price.
Value of Stock A = 540 × 24 2 = 13068
Value of stock B = 310 × 48.1 = 14911
Value of stock C = 200 × 26.5 = 5300
Total value of stock = 33279
Weight of stock A = 13068 / 33279 = 0.393
Weight of stock B = 14911 / 33279 = 0.448
Weight of stock C = 5300 / 33279 = 0.159
The expected return on this portfolio will then be:
= (0.393 × 8.3) + (0.448 × 16.4) + (0.159 × 11.7)
= 12.47%
Answer: Liability of foreignness
Explanation: In simple words, the extra cost incurred by a company operating in a foreign country as compared to the local companies over there is called the liability of foreignness.
In the given case, the American company incurred extra cost in china due to their lack of local knowledge and discrimination from the locals.
Thus, from the above we can conclude that Malt hanks faced liability of foreignness.
Answer:
Janine and Josh
Josh can advise Janine of each of the following except:
Josh should tell Janine that she can only change her current plan to a 5-
star plan during the Annual Election Period.
Explanation:
The Special Election Period (SEP) for the 5-star Medicare Plan lasts one week, that is, between Nov. 30 and Dec. 8. However, there is an Annual Enrollment Period (AEP) that lasts from October 15th to December 7th. During the annual enrollment period, any plan holder can change her Medicare plan, depending on its availability in her area.
Answer:
Wenjing
The par value that would result in the return the bond broker promises is:
= $1,333.
Explanation:
a) Data and Calculations:
Bond amount paid = $2,000
Quarterly coupon payments = $40
Remaining coupon payments = 12
Bond maturity period = 3 years (12/4)
Promised returns per quarter = 3%
Par value of bond = Quarterly premium/Quarterly returns in percentage = $1,333 ($40/0.03)
Check: 3% of $1,333 = $40
This implies that the bond's annual interest rate = 12% (3% * 4)
