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Phantasy [73]
2 years ago
5

A few years ago the British government was considering​ retiring, or buying back from​ investors, some outstanding consols that

had annual coupons of . A consol​ is:______
a. a coupon bond that pays a variable coupon rate and does not mature.
b. a coupon bond that pays a fixed coupon rate and has a fixed maturity date.
c. a coupon bond that pays a variable coupon and has a fixed maturity date.
d. a coupon bond that pays a fixed coupon rate and does not mature.

If the yield to maturity on other​ long-term British government bonds was 2.0​%, the price the British government is likely to offer investors is ​£ _________
Business
1 answer:
Artyom0805 [142]2 years ago
8 0

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

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The failure to record which transaction has no effect on the quality of inventory?
zimovet [89]

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What is in dynamic equilibrium ??????? I need it for my physical education exam​
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3 years ago
A company is deciding if it should design an advertising system for use on Twitter©. The first option is to skip out on designin
Vladimir79 [104]

Answer:

SYSTEM A

Explanation:

Given the following :

First option :

Skip design = No net gain or loss

System A:

Additional sales of $50,000 under good condition

Additional sales of $10,000 under bad condition

System B:

Increase sale by $20,000 under both good and bad condition

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Good condition are twice as likely to occur as bad condition

Hence, we have : good, good, bad

Probability of good = 2/3 = 0.667

Probability of bad = 1/3 = 0.333

We can calculate the Expected monetary Value of the three options :

First option:

Skip design : Expected monetary Value = $0

Second option (SYSTEM A) :

Profit from good condition :

Additional sales - system cost = ($50,000 - $25,000) =$25, 000

Loss from bad condition :

($25,000 - $10,000) = - $15,000

Expected monetary value:

(0.667 * 25000) + (0.33 * - 15000)

$16675 - $4950

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Third option (SYSTEM B) :

Additional sales - system cost

$20,000 - $25,000 = - $5,000

From the expected monetary value obtained for the three options, System A is the best option with $11,680

4 0
3 years ago
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