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kondaur [170]
3 years ago
5

In a period of falling interest rates, a bond dealer would engage in which of the following activities?I Raise prices in interde

aler quote publications such as Bloomberg for municipal bondsII Place "request for bids" in services such as Bloomberg on appreciated positions where the dealer has no current interestIII Bid for bonds to cover previously established short positionsIV Buy put options on debt instruments to hedge existing short positionsA. I and II onlyB. III and IV onlyC. I, II, IIID. I, II, III, IV
Business
1 answer:
vredina [299]3 years ago
8 0

Answer:

C. I, II, III

Explanation:

In a period of falling interest rates, a bond dealer would engage in all of the following activities except for IV. Therefore, a dealer would raise his quoted price in Bloomberg. If the dealer has an appreciated bond that he wishes to sell, he can place ''Request for Bids'' for those bonds in Bloomberg. The dealer may buy bond the he has previously sold short to limit losses due to rising price. To protect existing short position against the rising price, the dealer will buy call options, not put options. Put options are used in protecting existing long position from falling price.

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Which statements about Section 1231 assets are true? Pick all that apply!!
dem82 [27]

Answer:

The answer is below

Explanation:

Given that Section 1231 assets are a term that is used to describe the real or depreciable trading property acquired for more than a year. For example, landed property, buildings, etc.

Hence, in this case, the correct answer or statement to the question are:

1. If Section 1231 assets are sold and the taxpayer has a realized loss, the loss is a fully deductible ordinary loss

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Democratic management involves managers reaching decisions with the <u>input of the employees</u> but being responsible for making the final decision.

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Suppose you are committed to owning a $215,000 ferrari. if you believe your mutual fund can achieve an annual return of 10.8 per
Pie

Answer: I must invest <u>$85424.14</u> today in order to buy a Ferrari nine years from now on the day I turn 30.

We have

Price of the Ferrari nine years from now (Future Value - FV)    $215000

Expected Rate of return on the mutual fund (r)    10.8%

Time until I turn 30  (n)   9 years

We can calculate the Present Value (PV) or the money to be invested today as

\mathbf{PV = \frac{FV}{(1+n)^{n}}}

PV = \frac{215000}{(1+0.108)^{9}}

\mathbf{PV = 85424.14022}

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