Answer: 18.92%
Explanation:
The formula to find the compound amount :-
, where P is the Principal amount, r is the rate of interest and t is the time period.
Given : P= $1500
A = $6000
Time = 8 years
Then 
i.e. 
i
Taking natural log on both sides , we get
<span>According to Lawrence and Lorsch, the stability of an organization's environment determine(s) the degree of differentiation or integration that is necessary.
Lawrence and Lorsch developed the contingency theory which involves organizations and changes in the environment. They watch how organizations change and perform based on what is changing around them and then how they adapt to the change.
For them, differentiation is defined as organization systems breaking into smaller subsystems. Integration is defined as how well the subsystems work together to complete the overall task of the organization.
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Answer:
B) No, because she can get similar hammers elsewhere.
Explanation:
When someone sues for specific performance he/she is asking the court to order the defendant to complete performance the contract. They are not suing to recover any damages that may have resulted from the breaching of the contract.
In this case, Nicole would have probably been able to sue Tyler for some type of compensatory damages, but since the hammers are such a common good, it would be very difficult for her to obtain an specific performance order.
Answer:
A
Explanation:
When the Canadian dollar depreciates against the euro, the value of the Canadian dollar falls relative to the Euro.
For example, the exchange rate before the depreciation is 40 Canadian dollar / Euro. After the depreciation, it is 80 Canadian dollars / Euro.
Goods become more expensive for Canadian buyers of foreign goods. For example, a foreign good costs 160 Euros. Before the depreciation the good would cost (160 x 40) = 6400 Canadian dollars. After the depreciation, it would cost, 12,800 Canadian dollars.
Canadian sellers to foreign buyers don't benefit from the depreciation. Assume a local good costs 40 Canadian dollars. foreigners would pay 1 Euro for the good before depreciation. After depreciation, foreigners would pay 0.5 Euros for the good
