Answer: d. coupon bond that pays a fixed coupon rate and does not mature.
$3250
Explanation:
A consol is a coupon bond that pays a fixed coupon rate and does not mature. Consols are consolidated annuities that are perpetual. A steady amount of interest is paid for a consol even though they're not redeemable
Price of a consol will be gotten as fixed coupon amount divided by the rate of return. Let's assume that the fixed coupon amount is $65, then the price will be:
= 65/2%
= $3250
Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
False.
Explanation:
A stateful firewall surveys all the traffic for a particular connection and investigates the packets containing the data to seek out sequences and patterns that are incongruent.
A stateless firewall examines each packet on a case-by-case basis and it does not have any prior information and avoids making predictions of what should come next.
Hence, the assertion in the question is false.
Answer:
Total return = 14.94%
Explanation:
Options are <em>"14.17%
, 13.40%
, 14.94%, 11.43%, 3.50%"</em>
End price = $59.46
Beginning price = $53.36
Dividend = $1.87
Total return = (End price - Beginning price + Dividends) / Beginning price
Total return = ($59.46 - $53.36 + $1.87) / $53.36
Total return = $7.97 / $53.36
Total return = 0.1493628185907046
Total return = 14.94%
Answer: 5.9%
Explanation:
Before:
Equity is calculated as:
= Total Assets / Equity Multiplier
= $ 175,000 / 1.2
= $ 145,833
Therefore, ROE will be:
= (Turnover × Profit Margin) / Equity
= ($ 395,000 × 5.3%) / $ 145,833
= $ 20935 / $145,833
= 0.1436
= 14.36%
After:
New Total Assets will be:
= $ 175,000 - $ 51,000
= $ 124,000
Equity
= Total Assets / Equity Multiplier
= $ 124,000 / 1.2
= $ 103,333
ROE will then be:
= (Turnover × Profit Margin) / Equity
= ($ 395,000 × 5.3%) / $ 103,333
= $ 20935 / $ 103,333
= 0.2026
= 20.26%
Therefore, the change in ROE will be:
= 20.26% - 14.36%
= 5.9%
= 4.035%