Answer:
B. French wines will become more expensive in the United States.
Explanation:
Exchange rate is the rate at which one currency can be exchanged for another during international trade. The strength of a currency determines how much of the other countrie's goods it can purchase.
When the strength of a countrie's currency is high it will purchase more of the other countrie's goods. If however the currency is weak, it will take more to buy the other countrie's goods.
In this case if the dollar falls against the euro, it will take more dollars to buy French wine than before.
For example if a bottle of French wine was $500, after the fall the price may now be $800.
Answer:
The correct answer is option (a) The court probably found that the state law was unconstitutional under the supremacy cause.
Explanation:
Solution
From the given questions it states that, What would be the court's most likely response to Ralph's lawsuit.
The court's decision response would be that, I that when the situation arises or occurs in that case, where there is a conflict which arises between federal and state law then in that case federal law must be applied.
Answer:
The subsidiary reports cost of goods sold at A. $660,000.
Explanation:
Cost of goods sold is the direct cost of producing or purchasing the goods sold by a business. The formula for cost of goods sold is as follows:
Cost of goods sold = Opening inventory + Purchases - Closing inventory
The subsidiary calculates its cost of goods sold as follows.
Opening inventory $120,000
Add: Purchases $720,000
Less: Closing inventory ($180,000)
Cost of goods sold $660,000
Therefore, the correct option is A. $660,000.
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Answer:
C) 0.9.
Explanation:
The calculation of the price elasticity of demand is shown below:
Price elasticity of demand is
= (Change in quantity demanded ÷ average of quantity demanded) ÷ (Change in price ÷ average of price)
where,
q1 = 11
q2 = 9
p1 = $100
p2 = $125
So,
= {(9 - 11) ÷ (9 + 11) ÷ 2} ÷ {($125 - $100) ÷ ($125 + $100) ÷ 2 }
= {-2 ÷ 10} ÷ {25 ÷ 112.5 }
= -0.9
= 0.9
