Based on the amount saved monthly and the simple interest earned in 3 years, the amount in savings would be<u> $1,055.10.</u>
The amount saved for the year would be:
= 83.42 x 12 months
= $1,001.04
If this amount was saved at simple interest at 1.8% per year, the amount in 3 years would be:
<em>= Amount + ( Amount x rate x number of years)</em>
= 1,001.04 + (1,001.04 x 1.8% x 3)
= $1,055.10
In conclusion, the account would have $1,055.10
<em>Find out more on simple interest at brainly.com/question/2294792. </em>
Answer:
What is the expected dividend yield for Portman's stock today?
d. 6.40%
Suppose Portman is considering issuing 62,500 new shares at a price of $26.78 per share. If the new shares are sold to outside investors, by how much will Judy's investment in Portman Industries be diluted on a per-share basis?
a. $0.52 per share
Thus, Judy's investment will be diluted, and Judy will experience a total loss of $0.52 x 7,500 = $3,900
Explanation:
cost of equity = Re = risk free rate of return + (Beta × market premium) = 5% + (0.90 x 6%) = 10.4%
dividend in one year = $1.68 x 120% = $2.016
intrinsic stock price = $2.016 / (10.4% - 4%) = $31.50
expected dividend yield = dividend / stock price = $2.016 / $31.50 = 6.4%
Judy's loss per share = ($31.50 - $26.78) x (62,500 / 562,500) = $0.5244
Answer:
See below
Explanation:
The preparation of the end December income statement for the company is seen below;
Service revenue
$8,800
Less:
Salaries expenses
($1,950)
Utilities expenses
($1,000)
Net income
$5,850
Answer:
$1905
Explanation:
Here we will have to calculate Economic Order Quantity to lower the ordering ordering and holding cost as much as we can. So here we will use the following formula to calculate the best number of units that we should order, which is as under:
Economic Order Quantity = SquareRoot (2 * Annual Demand * ordering cost per order / Holding cost per unit per year)
Here
Annual Demand = 900kg of palm oil per day * 52 weeks * 5 day a week / 7
Annual Demand = 900 * 52 * 5 / 7 = 33,429
And
Ordering cost per order = $57 per order
Annual holding cost per unit per year is 20% of $5.25 per kg which is $1.05.
So by putting values, we have:
Economic Order Quantity = Square Root (2 * 33,429 * 57 / 1.05)
Economic Order Quantity = 1905 kgs
