Answer:
D. balance of trade
Explanation:
Based on the information provided within the question it can be said that the term being described in this scenario is called a balance of trade. like mentioned in the question this term refers to the difference between a nation's exports and it's imports, as well as various other forms of money flow into and outside the nation in question.
Answer:
The public debt owed by Eastland is $400 million
Explanation:
In this question, we are asked to calculate the amount of public debt in Eastland.
Public debt refers to the amount of money owed by a country to external borrowers.
It doesn’t include such debt that the country owes itself. For example, debts owed by one agency of government to another.
Hence to calculate the public debt of Eastland, we add the amount of debts owed by citizens of Eastland + Amount of debts owed by foreign citizens in Eastland .
Amount of debt owed by citizens of Eastland is $200 million while the amount of debt owed by foreign citizens is also $200 million.
Mathematically the public debt will be ; $200 million + $200 million = $400 million
Answer:
A lot of information is missing, but the answer is the same whether we are told about a specific case or not. If the US Supreme Court decided on a similar case that is under trial in Nebraska, the Nebraska court must follow the decision and guidelines of the US Supreme Court.
The Supreme Court is the highest court in the US, and its decisions must be followed by all lower courts. If a lower court doesn't follow a Supreme Court decision on a similar case, then an appellate court would reverse the decision.
The Supreme Court does not create laws, but it decides on how they should be enforced.
Answer:
The first five terms of the sequence are:
First year: $3270.00
Second year: $3564.30
Third year: $3885.09
Fourth year: $4234.75
Fifth year: $4615.87
Explanation:
When we're dealing with compound interest rates we're dealing with interests being re-invested into the original investment. This means that the new interests of one period will bear interests in the next period. This can be simply calculated using the compound interest formula.
The formula for compound interest rates is 
Where:
<em>P</em> is the principal amount being invested,
<em>i</em> is the interest rate,
<em>n</em> is the number of years.
So for the first year we replace in the formula with the given values:
3000 ×
= $3270
And for the rest of the years we only need to modify the value of <em>n</em>.
For the second year we'd have:
3000 ×
= $3564.3
And so on.