Answer:
a. less risky strategies first.
Explanation:
When find enter into foreign markets their knowledge and experience in the market space is limited. They will most likely implement less risky strategies of doing business bearlier on.
As they get to understand the market dynamics of the foreign country they are more confident in doing more risky transactions.
For example they can start with local production and exporting to the foreign country first. Then later open up operations in the foreign country.
Answer:
$8,171.37
Explanation:
first we must find the value of their account before they start receiving the distributions, (i.e. how much money they need to have in 20 years):
present value = annual payments x annuity factor
- annual payments = $30,000
- annuity factor (PV, 4%, 10 periods) = 8.1109
present value = $30,000 x 8.1109 = $234,327
now we need to calcualte the annual contribution in order to have $234,327 in 20 years:
future value = annual payment x annuity factor
annual payment = future value / annuity factor
- future value = $234,327
- annuity factor (FV, 4%, 20 periods) = 29.778
annual payment = $234,327 / 29.778 = $8,171.37
Answer:allows ads to be placed quickly
Explanation:
Radio advert might seems like not really in use but when adverts are placed it always hit targeted customers and mainly the adverts are placed immediately without delay once the necessary process has been completed.
Answer:
Each 1000 par value bond will sell at issuance for $110.71
Explanation:
A zero coupon bond is a bond that does not pay interest and is issued at a heavy discount which is a compensation for the interest payment. The value of the zero coupon bond today is calculated using the present value of the face value of zero coupon bond. The formula to calculate the present value of the zero coupon bonds is,
PV = Face value / (1+r)^t
As the required rate is quoted in annual terms, we will divide it by 2 to calculate the semi annual required rate and multiply the time (annual) by 2 to calculate the semi annual periods in 25 years.
Semi annual required rate = 9% / 2 = 4.5%
Semi annual periods (t) = 25 * 2 = 50
PV = 1000 / (1+0.045)^50
PV = $110.70965 rounded off to $110.71