Answer:
The answer is letter A.
Explanation:
Less than or equal to 0.1
Because:
Average proportion (P-bar)= 0.024
Observations (n)= 75
sd =√(P-bar)(1-(P-bar)/n
sd =√(0.024)(1-0.024)/75
sd= √(0.024)(0.976)/75
sd= √(0.023424)/75
sd= 0.01767
sd ≤ 0.1
The annual dividend on the preferred stock is $1000 in total.
<h3><u>
What is an Annual dividend?</u></h3>
- An annual dividend is a payment made by an insurance firm to its policyholders each year in the insurance sector. Annual dividends are most frequently given out in combination with plans that provide long-term disability insurance and permanent life insurance.
- A payment made annually to an insurance policyholder, frequently under a long-term disability or permanent life insurance policy, is known as an annual dividend.
- The insurance company's income, the success of investments, and the amount of money invested all affect the dividend amount.
Annual profits may be paid as cash, used to pay for further insurance, or added to premiums to lower future total payments.
The company has 2000 shares of 5% that is: (2000*5)/100 = 100
with a par value of $10, which becomes:
100*$10 = $1000.
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Answer: $1381400
Explanation:
From the question, we are informed that Company A is considering a merger with Company B and that A has 43,000 shares outstanding at a market price of $32 a share while B has 12,800 shares outstanding priced at $44 a share and the merger is expected to create $5,400 of synergy.
The total value of the merged firm will be:
= (43,000 × $32) + (12,800 × $44) + $5,400 - $563,200
= $1,376,000 + $563,200 + $5,400 - $563,200
= $1,944,600 - $563,200
= $1,381,400
Answer:
The correct answer is: may have equal or increasing amounts applied to the principal from each loan payment.
Explanation:
Amortization can be defined as the process of spreading out the loan in monthly payments. An amortized loan has scheduled periodic payments for both interests as well as principal. If the payments for each period are equal it is called a fully amortized loan.
In amortized loans the interest is paid off first then the amount excess of interest reduces the principal. A common example of amortized loans is auto loans, home loans.
The payments for amortized loans can be equal or unequal for each period.