In 2022, real GDP in Country X grew by 2%, the money supply rose by 3%, and the nominal interest rate was 0%.Thus, the inflation rate was %, and the real interest rate was %, assuming the velocity of money (V) remained fixed.

In a specific nation where the velocity of money maintains its stability, the economy demonstrates a continuous growth trajectory. Real GDP exhibits an annual expansion of 4 percent, while the money supply showcases a yearly increase of 6 percent. Simultaneously, the nominal interest rate remains at 8 percent. Let's compute the growth rate of nominal GDP.A.10%B.18%C.12%D.14%

Suppose in Country A, the velocity of money is constant. Real GDP grows by 5 per cent per year, the money stock grows by 10 per cent per year, and the nominal interest rate is 8 per cent. What is the inflation rate and real interest rate?

Assume that the velocity does not change over time. If real GDP grows at 1% and money supply at 2%, what is the inflation rate? If your answer is 78.90%, write 78.90

In the fictional country of Econland, the velocity of money remains stable. Real GDP increases by 2% per year, the money supply grows by 7% per year, and the nominal interest rate is 10%. What is the growth rate of nominal GDP?A.2%B.5%C.7%D.9%

Key ideas→ In the long run, an increase in the quantityof money leads to an equal percentageincrease in the price level→ Nominal GDP = PY→ V = PY/M→ P = M(V/Y)→ (Inflation rate) = (Money growth rate) +(Growth rate of velocity) − (Real GDPgrowth rate)