Answer:
$1.07
Explanation:
In this question ,we use the formula which is shown below:
A = P × (1 + r ÷ 100)^n
where,
P = Present value $0.90
A = Future value
rate =3%
number of years = 6
Now put these values to the above formula
So, the value would be equal to
= $0.90 × (1 + 3%)^6
= $0.90 × 1.03^6
= $0.90 + 1.194052
= $1.07
We considered all the items so that the correct dividend can come
Answer:
C) tracking.
Explanation:
Since in the question, it is mentioned that Thomas has conducted a thorough pretest i.e prior to new ad campaign in order to work the elements together
Also he is monitoring the sales volume on a daily basis as it is part of his tracking which tracks the performance of the work so that he get to know how much work is completed and how much work is pending.
Answer:
Dividend growth rate anticipated = 14.66%
Explanation:
Using dividend growth model we have
P
= 
Where P = Current market price = $120
D
= Dividend to be paid at year end or next year = $1.37
K
= Expected return on equity = 15.8%
g = Expected growth rate
Now putting values we have
$120 = 
0.158 - g = 
0.158 - 0.0114 = g
0.1466 = g = 14.66%
Option D. The term relevant range is the range over which Cost relationships are approximately linear.
<h3>What is relevant range?</h3>
This is the term that is used to refer to the assumption that the cost relationships are valid.
What this means is that the existing relationship between cost and any activity are linear, in a straight line.
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