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ASHA 777 [7]
3 years ago
12

An insured is entitled to coverage under a policy that a prudent person would expect it to provide

Business
1 answer:
Tems11 [23]3 years ago
7 0

Correct/Complete Question: An insured is entitled to coverage under a policy that a prudent person would expect it to provide. This principle is called

A. Adhesion

B. Reasonable sensibility

C. Reasonable expectations

D. Insurable interest

Answer:

C, Reasonable expectations

Explanation:

Reasonable expectations is a legal concept in that says that an insured is entitled to coverage under a policy that a prudent and reasonable person would expect it to provide.

Alternatively, reasonable expectation could be said to be something one has good claims to expect will be done or is supposed to be done.

Cheers.

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You are a U.S. investor who purchased British securities for 2,340 pounds one year ago when the British pound cost $1.52. No div
Olin [163]

Answer:

Total Return = 10.45%

Explanation:

To calculate the return, we must first determine the appreciation in the value of the securities in terms of the US dollar.

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Total Return = 0.10447 or 10.447% rounded off to 10.45%

6 0
3 years ago
Krazy Kayaks sells its entryminuslevel kayaks for​ $750 each. Its variable cost is​ $500 per kayak. Fixed costs are​ $25,000 per
Daniel [21]

Answer:

Net operating income= 565,000

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Giving the following information:

Krazy Kayaks sells its entry-level kayaks for​ $750 each. Its variable cost is​ $500 per kayak. Fixed costs are​ $25,000 per month for volumes up to​ 1,100 kayaks. Above​ 1,100 kayaks, monthly fixed costs are​ $60,000.

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7 0
3 years ago
You purchased shares of a mutual fund at a price of $20 per share at the beginning of the year and paid a front-end load of 5.75
valkas [14]

Answer:

3.44%

Explanation:

The computation of the return if sold the fund at the year end is shown below:

= {[Price × (1 - Front End Load) × ((1 + fund increase percentage) -expense ratio)] - price} ÷ price

={[$20 per share × (1 - 5.75%) × ((1 + 11%) - 1.25%)] - 20} ÷ 20

= 3.44%

We simply applied the above formula so that the correct return could come

6 0
3 years ago
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