Answer:
The nominal interest rate which the bank will offer is of 10.24%
Explanation:
according to Irwin formula the bank will charge a nominal rate that ensures a real rate of 6% thus:
1.06*1.04-1 = 0.1024 = 10.24%
Answer:
<u>Using the Harrod-Domar growth equation</u>
Growth rate = Saving rate / Capital output ratio
Growth rate = 0.01 / 3
Growth rate = 0.003
Growth rate = 0.3%
Thus, the value of growth rate is 0.3%
When the incremental capital-output ratio is 3, to achieve the 5% growth rate, the gross saving rate is 0.24 or 24%
Exogenous growth: When the labor supply is perfectly elastic, then the exogenous does not allow any factor to substitute
Endogenous growth: When the labor supply is perfectly elastic, theem the exogenous does not lead to address the savings decision or sources of productivity growth.
Answer:
True
Explanation:
If the total output of the economy does not change and the change in the money supply directly affected the changes in the price level, then the increase in the money supply will simply increase the inflation rate. For example, if the economy produced 100 units at $1 per unit, and the total money supply increases by 5%, the price of the units will increase to $1.05, but the total output will still be 100 units. The only thing that changed was a decrease in the relative value of the currency due to an increase in the inflation rate.
True
(Not sure what was the question about but I’m guessing it’s a true/false?)
hope this helps :)
Answer:
B
Explanation:
Inflation is a persistent rise in general price level.
When inflation is expected, Investors ask for an increase in nominal interest rate in order to maintain the value of investments.
When a security becomes more risky, the chances of default of the security increases, so investors ask for an higher total return in order to compensate for the increased risk of default.
Risk premium increases with the increase in risk of a security
Investors are less willing to hold the bond because there is the risk that the security won't be able to make the contractual payments
