Answer:
The amount to be paid is $100,440
Explanation:
When the bond matures, it is the due date on which the bond issuer need to pay off the bond on that particular date.
In this case, the bond matures in 2028, so
Interest amount = Face value of bond × Price × Interest
= $1,000 × 93 × 8%
= $7,440
The amount to be paid on maturity will be:
= $7,440 + $93,000
= $100,440
<span>To find the compound interest of an investment you have to use this formula, A = P(1 + r/n)^nt, where A is the total amount you have after the investment period, P is the amount you invest or the amount you put in, r is the rate of the of the compound interest in this case 10%, n is the amount of time the interest will be compounded for example, 4 months a year(quarterly) or 6 months a year(semi annually), and t is the amount of time you invest in years.
So in this case you are going to substitute everything in the formula with their given value. So P = $700, r = 10%, n = 21 (because it is the number of months we invest for), and t = 2 years (because 21 months fit perfectly in 2 years, and t must always be in years). The resulting formula will be A = $700(1 + 0.1/21)^(21 x 2), which will give you an answer of $855 rounded to the nearest dollar.</span>
Answer:
The correct answer is $ 4.5714 which is not in the answer choice but is close to $432.00 million
Explanation:
Solution
Given that:
let us Assume that Omicron uses the entire $60 million to repurchase shares. The amount of the regular yearly dividends in the future is closest to is:
The Enterprise value =$48/0.10 = $480 million
Then,
The Market value = Enterprise value + cash = $480 + $60 = $540 million
Thus,
The Share price = market value / shares outstanding = $480 million / 12 million = $40
The Number of shares repurchased = $60 million / $40 = 1,500,000 shares
The Shares outstanding = 12,000,000 - 1,500,000 = 10,500,000
Dividend = $48 million free cash flow / 10,500,000 = $4.571
Answer: he could benefit from adopting such a system, but should also consult with an accountant for advice about what's best.
Answer:so how ould you want me to answer?
Explanation:
