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Anuta_ua [19.1K]
3 years ago
7

Seller Janet delivers a disclosure statement to Buyer Amanda. Amanda reads it over and decides everything looks good enough to c

ontinue with the purchase. A few weeks later, a major hail storm damages the roof and now it leaks. So the original disclosure is no longer accurate. Which statement is false?
Business
1 answer:
Olin [163]3 years ago
6 0

Answer:

Seller Janet delivers a disclosure statement to Buyer Amanda. Amanda reads it over and decides everything looks good enough to continue with the purchase. A few weeks later, a major hail storm damages the roof and now it leaks. The original disclosure is no longer accurate and the statement which is false:

  • Amanda can require Janet to replace the roof.  

Explanation:

  • Amanda can not require Janet to replace the roof as it was not mentioned in the disclosure statement. The things she can ask the Janet to do are:
  1. Janet should amend the disclosure statement and deliver it to Amanda.
  2. Janet can correct the damage to the roof and tell Amanda nothing.
  3. Amanda can rescind the purchase agreement within three business days after she receives an amended disclosure.

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Answer: Demand is Unit - Elastic over this price range.

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A demand curve with an elasticity of 1 is called as unitary elasticity of demand.

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4 years ago
After completing his competitor analysis, Justin realized his company was the only one with all-natural ingredients in their piz
kolbaska11 [484]

Answer:

Justin has uncovered the Opportunity aspect of the SWOT analysis  

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3 years ago
You are considering investing $1,000 in a complete portfolio. The complete portfolio is composed of Treasury bills that pay 5% a
svetoff [14.1K]

Answer:

The total investment in P should be $405.40 which is further divided in X and Y as $243.24 and $162.16 respectively.

Explanation:

Expected return of risky portfolio is given as

E(P)=W(X)E(X)+W(Y)R(Y)

     = 0.60*14% + 0.40*10 % = 12.40%

So the expected return of risky portfolio is 12.40%.

Let the investment in risky portfolio be p

(1-p)*5% + p*12.40% = 8%

Solving this gives

p = 0.4054*$1000=$405.4

So the amount to be added in the risky portfolio is $405.4. This is further divided in X and Y as follows

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amount invested in Y 0.4054*0.40 * 1000 = $162.162

So the total investment in P should be $405.40 which is further divided in X and Y as $243.24 and $162.16 respectively.

6 0
4 years ago
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Answer:

Part A: Liability Coverage

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