Under a system of freely floating exchange rates, an increase in the international value of a nation's currency will cause its imports to rise.
<h3>
What are floating exchange rates?</h3>
- A floating exchange rate (also known as a fluctuating or flexible exchange rate) is a type of exchange rate regime in which the value of a currency is permitted to fluctuate in reaction to foreign exchange market occurrences.
- A floating currency is one that uses a floating exchange rate, as opposed to a fixed currency, the value of which is determined in terms of material items, another currency, or a group of currencies (the idea of the last being to reduce currency fluctuations).
- When the international value of a country's currency rises, so do its imports, and vice versa.
As it is given in the description itself, when the international value of a country's currency rises, so do its imports, and vice versa.
Therefore, Under a system of freely floating exchange rates, an increase in the international value of a nation's currency will cause its imports to rise.
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The question you are looking for is here:
Under a system of freely floating exchange rates, an increase in the international value of a nation's currency will ____.
tbh idk some people has said he escaped others say hes still in there but whatever it is he needs to make another album.
Answer:
The remaining part of the question is given below:
(Note that the subsidy can be granted to the education institutions or to the students directly or indirectly; for example, through low- interest student loans.)
a. P2-P0
b. P2-P1
c. P0-P1
d. P1
<u>Correct Answer:</u>
b. P2-P1
Explanation:
A pigouvian subsidy is a subsidy that is used to encourage behaviour that have positive effects on others who are not involved or society at large. <em>Behaviors or actions that are a benefit to others who are not involved in the transaction are called positive externalities.</em>
Answer:
$18,480
Explanation:
Cost of van = $51,000
Useful life = 5 years
Salvage value = $4,800
Using the straight line, Annual depreciation
= (51000 - 4800)/5
= $9,240
Using the Double-declining balance method,
Annual depreciation = 2 × 9,240
= $18,480
