Answer:
A. It will stay the same.
Explanation:
The formula to compute the dividend yield is shown below:
= (Annual dividend ÷ market price) × 100
Since in the question, it is given that the expected dividend is growing at the constant growth rate i.e 6.50%, so the expected dividend yield will remain the same in the future.
As it shows a direct relationship between the growth rate and the dividend yield plus the market price is growing at a steady rate
Answer:
C. A smaller proportion of the last monthly payment will be interest, and a larger proportion will be principal, than for the first monthly payment.
Explanation:
I prepared a summary of an amortization schedule to explain this:
principal = $100,000
r = 8% annual
n = 360 months
first payment = $733.76: $666.67 are interests and only $67.09 reduces principal
second payment = $733.76: $665.95 are interests and only $67.54 reduces principal
last payment = $733.76: $4.90 are interests and only $728.86 reduces principal to $0
Answer:
Option c is correct
$245,680
Explanation:
The total manufacturing cost = $737,040.
Units produced = 22,200
Cost per unit before adjustment for absorbed overhead=
=$737,040./22,200 units
=$33.2 per unit
Cost of goods sold before adjustment for overheads
= (cost per unit × units sold)
= $33.2 × 7,400
= $245,680
Answer:
$34.46
Explanation:
In this Question there is Highest value of 10% and the probability of 90%.
we will use following formula to calculate the highest value of the stock
z value = ( x - mean ) / Standard deviation
where
x = the highest value
z score value at 10% = 1.28
Placing value in the formula
1.28 = ( x - $29.51 ) / $3.87
1.28 x $3.87 = x - $29.51
$4.9536 = x - $29.51
x = $4.9536 + $29.51
x = 34.4636
Answer:
Explanation:
.1.Scale economies in connection with urban economics (i.e., related to land use,housing, or firm location)A.2.Pecuniary agglomeration economiesA.3.Technological agglomeration economiesA.4.Retail agglomeration economiesA.5.ExternalitiesA.6.ceteris paribus assumptionA.7.A numeraire goodA.8.An efficient allocation of resources
