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djverab [1.8K]
3 years ago
14

You are selling an autographed Steve Nash rookie basketball card online for $170. A potential buyer contacts you and offers to p

ay you$170 Canadian dollars. You quickly check and find the exchange rateis $1 U.S. to $1.25 Canadian. If you take this deal, you will have returned Steve to his homeland and:
A. Earned more than if you accept $170 U.S.
B. Come out financially equal
C. Earned less than if you accept $170 U.S
Business
1 answer:
Ierofanga [76]3 years ago
8 0

Answer:

Option (C) is correct.

Explanation:

Selling price of a basketball = $170

A potential buyer contacts you and offers to pay you$170 Canadian dollars.

Exchange rate between the U.S and Canada is as follows:

$1 U.S = $1.25 Canadian

So,

Worth of $170 U.S in terms of Canadian dollar is as follows:

= $1.25 × $170

= $212.5 Canadian dollars

If you take this deal, you will have returned Steve to his homeland and Earned less than if you accept $170 U.S.

Because, the worth of $170 U.S dollars is $212.5 Canadian dollars. Hence, there is a loss of $42.5 Canadian dollars if he will accept the deal.

So, it is better for him to accept $170 U.S dollars.

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Answer:

The correct answer is letter "B": An addition which increases future benefit.

Explanation:

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The accounting term addition <em>refers to the subsequent acquisition of a plant, property, or equipment. Therefore, they are to be considered as assets at the moment of recording them.</em>

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The short run is:________
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Answer:

The correct answer is option a.

Explanation:

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For a project with one initial cash outflow followed by a series of positive cash inflows, the modified IRR (MIRR) method involv
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Answer:

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8 0
4 years ago
Geraldo owns a well-known brand and allows henry to sell products with that brand name. geraldo has agreed to:
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You're trying to choose between two different investments, both of which have up-front costs of $86,000. investment g returns $1
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Answer: The Rate of return earned by Investment G is 8.37%, while the rate of return earned by investment H is 8.54%.

We have

                                   Investment G           Investment H


Future Value of returns         151000                         271000


No. of years                               7                              14


Costs                                 86000                           86000


Rate of Return Formula :

RoR = \left (\frac{Ending Value of investment}{Beginning Value of investment}\right )^\frac{1}{n} -1

Substituting we get ,            

Investment G

RoR = \left (\frac{151000}{86000}\right )^\frac{1}{7} -1

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RoR = \left (\frac{271000}{86000}\right )^\frac{1}{14} -1

RoR = 3.151162791^{0.071428571} -1

RoR = 1.085438096-1 = 0. 085438096

RoR = 8.54%

5 0
4 years ago
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