Answer:
The price of the stock today will be $66.19
Explanation:
To calculate the price of a stock whose dividends will grow at a constant rate forever is calculated using the constant growth model of dividend discount model approach. To calculate the price of the stock today using this model, we use the following formula,
P0 = D1 / r - g
We will first calculate the price of the stock at t=8 using D9 because we use the next period's dividend to calculate the price of a stock. We will then discount back the price at t=8 to today's price.
P8 = 14.25 * (1+0.06) / (0.14 - 0.06)
P8 = $188.8125
The price of the stock today will be,
P0 = 188.8125 / (1+0.14)^8
P0 = $66.189 rounded off to $66.19
Answer:
$209
Explanation:
Since Mary's estimated annual income taxes are $5,424, then to determine the amount that should be withheld every two weeks, all we need to do is divide her total estimated taxes by 26 weeks = $5,424 / 26 weeks = $208.62 ≈ $209. generally you do not include cents in tax filings or payments, you need to round up or down. In this case you need to round up, even software rounds the amounts to the nearest dollar.
<u>Answer: </u>Just in time inventory
<u>Explanation:</u>
Just in time is the strategy that is generally used in production units where they can efficiently manage the stock by reducing the waste. The waste can be reduced by receiving the goods only when they are needed so this reduced the inventory costs.
Inventory cost are the costs related to procurement, storage and maintenance of the inventory. Walgreens store can reduce the stocking of goods cost by ordering them on time when required alone. The small shipment of goods for every two days once can reduce the inventory cost.
Answer:
Ans. The value of investment after 2 years is $3,155.51
Explanation:
Hi, first we need toconvert that 9.80 percent, compounded quarterly into an effective quarterly rate, that is just by dividing by 4, since there are 4 quarters in a year, that is:
r(effective quarterly)= 9.8%/4 =2.45%
Now, since the rate is effective quarterly, the periods (time of the invesmet) has to be in quarters, so we multiply 2 years by 4 and we get 8 quarters.
With all the above information, we can go ahead and use the following formula in order to find the future value of this investment.
It should all look like this.
So, the future value of this investment is $3,155.51
Best of luck.
