Answer:
Promotional adaptation
Explanation:
Promotional adaptation is defined as strategy that is used to sell the same product in different locations using different promotional strategy.
The strategy can be employed in some or all locations where the company operates.
In this scenario AFLAC has had to ditch the AFLAC duck in its Japanese commercials because the Japanese consumer does not like to be yelled at.
This helped to match AFLAC'S commercials to the unique needs of the Japanese people.
Answer:
Total interest = 1239.12
Explanation:
Assume;
Loan amount = P
Annual payment = X
P[1st payment] = X/[1+0475]⁸
P[1st payment] = X/[1.0475]⁸
P[5th payment] = X/[1+0.0475]⁴
P[5th payment] = X/[1.0475]⁴
P[5th payment] = 699.68
So,
X = 699.68[1.0475]⁴
X = 842.39
P = (842.39/0.0475)(1 – 1/1.0475⁸)
P = 5,500 (Approx)
Total interest = [842.39 x 8] - 5,500
Total interest = 1239.12
Answer:
$38, 288.718
Explanation:
The amount to be withdrawn at the end of each year, for 30 years
The amount of $500,000 represents the present value while yearly withdraws the annuities.
We use a revised formula for calculating annuities.
Applicable formula is
P = PV × r/( 1 − (1+r)−n
P = annual withdrawals
PV = $500,000
r = 6.5%
n 30
P = 500,000 x( 0.065/ ( 1- (1 + 0.065) -30)}
p = 500,000 x (0.065/ (1-1+.065)-30)
p= 500,000 x (0.065 / 1-0.1511860661)
P =500,000 x (0.065 /0.848814)
P= 500,000 x 0.076577436
Yearly withdrawals = $38, 288.718
Answer:
yield to maturity = 7.06%
Explanation:
yield to maturity (YTM) is calculated using the following formula:
YTM = {C + [(FV - PV) / n]} / [(FV + PV) / 2]
- FV = $2,000
- PV = $1,902.14
- C = $2,000 x 6.48% x 1/2 = $64.80
- n = 12 x 2 = 24
YTM = {64.80 + [(2,000 - 1,902.14) / 24]} / [(2,000 + 1,902.14) / 2] = (64.80 + 4.0775) / 1,951.07 = 0.0353 or 3.53% semianually or 7.06% annually
Since the bond sells at a discount, its yield to maturity will be higher than the coupon rate.
