Answer:
The remaining part of the question is:
The interest payments are reinvested at the:
a.Coupon rate.
b.Current yield.
c.Yield to maturity at the time of the investment.
d.Prevailing yield to maturity at the time interest payments are received.
e.The average yield to maturity throughout the investment period
<u>Correct Answer:</u>
b.<u>Current yield. </u>
<u></u>
Explanation:
The natural level of output is the amount of real GDP produced b. when the economy is at the natural rate of unemployment.
Real GDP is essentially a measure of a country's total economic output, adjusted for changes in prices. The value of real GDP reflects a country's economic statistics at a macro level.
When real GDP produces natural output, that is, the output level is in line with the equilibrium of the labour market when the real price level is equal to the expected price level. Then the economy makes the most of its productivity, including fully utilized labour, which means that the economy is at the natural rate of unemployment.
Find out more on the natural rate of unemployment at:
brainly.com/question/17205513?referrer=searchResults
#SPJ4
Consider a scenario in which a nation buys goods and services worth $90 million and exports them for $80 million. The net exports are valued at -$10 million.
<h3>What does a nation's net export mean?</h3>
Total exports less total imports for a specific country is the definition of net exports. It is a method of determining the total outlays or GDP of a country in an open economy.
The balance of trade, commercial balance, or net exports refers to the difference between a nation's exports and imports in terms of dollar value over a given time period. It's sometimes made a point to distinguish between a trade balance for goods and one for services.
In the above question, given:
Imports= $90 million
Exports= $ 80 million
Net Export= Total Exports - Total Imports
Net Export= $ 80 million - $ 90 million
Net Export= -$10 million
Learn more about net exports: brainly.com/question/16905557
#SPJ1
<span>For the amount invested in the 20 year annuity immediate,
the return will be;
r/(1 - (1+r)^-n) = 0.05/(1- 1.05^-20)
= 0.0802425872
= 8.02425872%
Now, return on perpetuity-immediate = 5%
So, 5% + </span>8.02425872% = 13.02425872<span>
for equal returns from both investments,
X = 5/(13.02425872) x 640,000
= $245,695.365
= $ 245,695.36 </span>
