Answer:
The answer is: 10% constant growth rate
Explanation:
Since transportation stocks provide a 15% rate of return, TTT stock should also provide the same rate of return. We can expect to earn $9 (= $60 x 5%) every year from our investment in TTT stocks. We are receiving $3 as dividends, so the constant growth rate should equal the difference between the expected return minus the dividend payments:
- $9 - $3 = $6; $6 represents 10% of the current stock price
We can also calculate this with the following formula:
expected return rate = (dividends / price) + growth rate
15% = (3 / 60) + g
15% = 5% + g
10% = g
Answer:
a) $200,000 to Jack
Explanation:
Data provided in the question
Life insurance policy amount of Marilyn Simms = $200,000
The primary beneficiary = Jack
The contingent beneficiaries = Their children
Now, the distribution of the policy could be taken by only Jack as he is her husband plus he is also a primary benefit of her life insurance policy,
So, the whole amount i.e $200,000 is distributed to Jack
The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
- Let the number of bananas be B.
<u>Given the following data:</u>
<u>Note:</u> A dozen oranges is equal to 12 oranges.
To determine the number line that best represents the number of bananas Joey purchased:
First of all, we would calculate the number of bananas that Joey purchased:

B = 9 bananas.
<u>For the </u><u>number line</u><u>:</u>
The number of bananas that Joey purchased would be represented on a number line with digits 0 to 10 by marking point 9 with a dot (circle) as shown in the image attached.
Read more: brainly.com/question/13553589
Answer:
Soooooooooooooo the examples of secondary consumers include bluegill, small fish, crayfish and frogs.
Explanation:
Answer:
Normal:
$ 3,509.7470
$ 563.7093
$ 2,000.00
Due:
$3,930.9167
$ 597.5319
$ 2,000.00
Explanation:
We solve using the formula for common annuity and annuity-due on each case:
(annuity-due)
<u>First:</u>
C 200.00
time 10
rate 0.12
Normal: $3,509.7470
Due: $3,930.9167
<u>Second:</u>

$563.7093
$597.5319
<u>Third:</u>
No interest so no time value of money the future value is the same as the sum of the receipts regardless of time or being paid at the beginning or ending.
1,000 + 1,000 = 2,000