Answer:
r = 13.68%
Explanation:
We can use Gordon growth model to calculate the stock price.
P = Do x (1+g) / r - g
P: stock price (Given: $95)
Do: Last dividend paid ($5)
g: Dividend growth rate (8%)
r: required return (Missing value)
By inputting the number into the above equation, we have the following:
95 = 5 x 1.08 / (r - 0.08)
--> r = 13.68%
Answer:
The correct answer is B
Explanation:
The net cost of goods is computed as if the paid in the discounting period:
Net Cost of goods = Inventory cost - (Inventory cost × Discounting percentage)
where
Inventory cost is $9,000
Discounting percentage is 2%
Putting the values above:
Net Cost of goods = $9,000 - ($9,000 × 2%)
Net Cost of goods = $9,000 - $180
Net Cost of goods = $8,280
Therefore, the amount of $8,280 will be paid by the company if paid within the discounting period and avail the discount of $180.
The answer to the question above is this: <span>they spent their days lying on their backs in cribs. Wayne Dennis has studied infants in Iranian orphanages. The infants in these orphanages were more on left lying on their backs on their cribs and this results in the delay of their physical development such as walking and other physical activities. This made the children in the orphanages walk at the age of 3 to 4 instead of 1 year old or earlier.</span>
Answer:
= 8.89%
Explanation:
T<em>h rate of return on a preferred stock is the dividend divided by the price of the stock multiplied by 100</em>
<em>Return = Dividend/price × 100</em>
Quarterly dividend = $1
<em>Annual dividend </em>
= 1 × 4 ( Note there are four quarters in year)
= $4
<em>Annual rate of return</em>
= (4/45)× 100
= 8.89%
