Answer:
$68.23
Explanation:
In this question, we apply the dividend growth rate model which is shown below:
The computation of the current share price is shown below:
= (Current year dividend) ÷ (Rate of return on company stock - growth rate)
= ($4.23) ÷ (10.6% - 4.4%)
= ($4.23) ÷ (6.2%)
= $68.23
We simply find out the ratio between the current year dividend per share and difference between the rate of return and the growth rate
Answer:
Because it give you the opportunity to offer a diverse range of products and services. (this is expansion in business growth)
Explanation:
Answer:
a. $21,800
Explanation:
The discoun of issuance of the bond is amortized over the period until maturity. Total Interest expesne on a discounted bond is the sum of the coupon payment and the amortization of the discount amount.
Coupon payment = $200,000 x 10% = $20,000 per year
Discount on the bond = $200,000 - $191,000 = $9,000
Discount amotized per year = $9,000 / 5 = $1,800
Total Interest Expense = Coupon Payment + Amortization of Discount
Total Interest Expense = 20,000 + 1800 = $21,800
Answer: overturned prohibitions on interstate banking and branching(D)
Explanation:
The Riegle-Neal Act of 1994 was signed into law by former United States of America president; President Bill Clinton in September 1994. The Riegle-Neal Act of 1994 removed many obstacles that were encountered by banks that want to have branches in other states.
The Riegle-Neal Act of 1994 also provided uniform set of rules for the banks in each state. It allowed interstate banking nationwide for the first time, by allowing well-managed, and well-capitalized banks to get banks in other states.
<span>120
The simple answer is that 5 items can be arranged 5! (5 factorial) different ways. But let's expand upon that brief answer. We have 5 jobs and 5 machines with which to perform those jobs. So let's look at the 1st machine. Any of 5 of the jobs may be assigned to it. Now we have 4 jobs left unassigned. So let's look at the 2nd machine. For that machine, any of the 4 remaining jobs may be assigned to it, leaving 3 unassigned jobs. We can continue in that fashion, assigning at random one the of 3 remaining jobs to the 3rd machine, one of the 2 remaining jobs to the 4th machine, and finally, the only unassigned job to the 5th machine. So there's 5 * 4 * 3 * 2 * 1 = 5! = 120 different ways to assign those 5 jobs to all 5 machines.</span>
