Answer:
Required return 10.27%
Dividend yield 5.77%
Expected capital gains yield 4.5%
Explanation:
Calculation for required return using this formula
A. R = (D1 / P0) + g
Let plug in the formula
Required return = ($2.30 / $39.85) + .045
Required return = .1027*100
Required return= 10.27%
Therefore Required return is 10.27%
Calculation for dividend yield using this formula
Dividend yield = D1 / P0
Let plug in the formula
Dividend yield = $2.30 / $39.85
Dividend yield = .0577*100
Dividend yield = 5.77%
Therefore Dividend yield is 5.77%
Calculation for the expected capital gains yield
Using this formula
Expected capital gains yield=Required return-Dividend yield
Let plug in the formula
Expected capital gains yield=10.27%-5.77%
Expected capital gains yield=4.5%
Therefore Expected capital gains yield is 4.5%
Answer:
Advertising appeal and unique selling proposition.
Explanation:
Advertising is a promotional activity which purpose is to sell a product or service to a target audience.
The unique selling proposition of a product is intended to appeal to a specific. group of audience. For example, the social, psychological, physical and financial backgrounds of customers play a major role. When these various characteristics of the target group are known, it will be easy to determine how a product’s features would be a solution to the problems faced by the target audience.
Advertising appeals are the different techniques that are applied to get the attention of customers to patronize a particular product or service.
Answer:
I dont really know i nee the points tho sorry hope you find help
Explanation:
In the question, continuously should be annually.
Solution:
Applicable formula is;
A = P(1+r)^n
Where;
A = Total amount after 30 years = $9,110
P = Amount invested = $5,000
r = Annual interest rate in decimals
n = Number of years = 30
Substituting;
9110 = 5000(1+r)^30
9110/5000 = (1+r)^30
1.822 = (1+r)^30
Taking natural logs on both sides;
ln (1.822) = 30 ln (1+r)
0.5999 = 30 ln (1+r)
0.5999/30 = ln (1+r)
0.019998 = ln (1+r)
Taking exponents on both sides
e^0.019998 = 1+r
1.0202 = 1+r
r = 1.0202 -1 = 0.0202 =2.02%
Therefore, annual interest rate should be 2.02%.
Answer:
0.811% per month is the amximum rate it can affor
or 9.732% annual rate with monhly compounding.
Explanation:
We have to solve for the rate at which the monthly payment equals 900 dollars.
C 900.00
time 240
rate r
PV $95,000.0000
Given the complexity of the formula we solve using excel or a financial calcualtor
we write on a1 =PV(A2;240;95000)
on a2 we write any number between 0 and 1
then we use goal seek tool adn define that we want A1 to be 95,000 by changing A2 (which is the argument for rate)
the value of A2 after this is our answer:
PV $95,000.0000