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ICE Princess25 [194]
3 years ago
10

Different loan rates. Winthrop Enterprises is a holding company​ (a firm that owns all or most of some other​ companies' outstan

ding​ stock). Winthrop has four subsidiaries. Each subsidiary borrows capital from the parent company for projects. Ervin Company is successful with its projects 93​% of the​ time, Morten Company 76​% of the​ time, Richmond Company 95 % of the​ time, and Garfield Company 82​% of the time. What loan rates should Winthrop Enterprises charge each subsidiary for​ loans?What loan rate should Winthrop Enterprises charge Ervin Company for​ loans?
Business
1 answer:
katovenus [111]3 years ago
5 0

Answer:

7.52689%

Explanation:

Ervin Company:To break even with an 93% success rate, Ervin will need to recoup

$1/0.93=$1.0752689.

Hence:

Winthrop should charge a return greater than ($1.0752689/$1.00) -1

=($1.0752689)-1

=0.0752689×100

=7.52689%

Therefore th eloan rate Winthrop Enterprises should charge Ervin Company for​ loans will be 7.52689%

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1 year ago
As a new investment adviser (IA) firm, your company wants to obtain more clients. In an attempt to do so, one of the employees s
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Answer:

D) is not acceptable because such a guarantee would cause a conflict of interest pertaining to the IA's fiduciary duty to each client

Explanation:

The members of the North American Securities Administrators Association (NASAA) must follow their Model Rule which prohibits investment adviser firms from guaranteeing investment results, in other words they cannot guarantee a minimum profit.

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Examples of the bs of our society?
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Which of the following is true of using direct marketing channels?
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3 years ago
Which is most true of an annual rate of 4% compounded quarterly? A) It is equivalent to 4.4% paid annually. B) It is equivalent
Artemon [7]

Answer:

D) It is equivalent to 4.06% paid annually

Explanation:

Since it is not talking about annuity and simple compound interest, therefore assuming investment value = $100 then interest will be as follows:

Interest for each quarter = \frac{4}{100} \times \frac{3}{12} = 1%

But this 1% will be paid on the compounded value

Interest at end of Quarter 1 = $100 X 1% = $1

Compounded value at end of Quarter 1 = $100 + $1 = $101

Interest at end of Quarter 2 = $101 X 1% = $1.01

Compounded value at end of Quarter 2 = $101 + $1.01 = $102.01

Interest at end of Quarter 3 = $102.01 X 1% = $1.0201

Compounded value at end of Quarter 3 = $102.01 + $1.0201 = $103.0301

Interest at end of Quarter 4 = $103.0301 X 1% = $1.030301

Compounded value at end of Quarter 4 = $103.0301 + $1.030301 = $104.060401

Now net return annually = $4.060401/$100 = 4.06%

Final Answer

D) It is equivalent to 4.06% paid annually

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