Answer:
Ratio of debt to GDP changes
When the government runs a deficit, it spends more than it collects in tax revenue. To make up the difference, it borrows. So if t runs a deficit of 7 trillion ducats, debt increase by 7 trillion ducats. So debt next year is 147 trillion ducats. Suppose that there is no growth in real GDP and inflation is equal to -2% per year. Negative inflation is the same as deflation. Next year's GDP will be equal to _98____ trillion ducats.
If the ratio of debt to GDP is 1.4 this year, the ratio of debt to GDP next year when inflation is equal to -2% year will be __1.5___
Suppose that the deficit remains constant at 7% of GDP and that inflation persists at -2%. The debt to GDP ratio the year after next will be __1.6___
Step-by-step explanation:
Data and Calculations:
1. Debt equals 140 trillion ducats
GDP is equal to 100 trillion ducats
Ratio of debt to GDP = 1.4 or 140%
Deficit = 7 trillion ducats = 7% of GDP
2. Now debt increases by 7 trillion ducats to 147 trillion ducats
Deflation = -2%
Therefore, next year's GDP will be equal to 98 (100 x 0.98) trillion ducats
Ratio of debt will change to 147/98 = 1.5
3. With deficit constant at 7% of GDP or 6.86 trillion (7% of 98 trillion) and inflation at -2%,
Debt will be equal to 147 + 6.86 trillion = 153.86 trillion
and GDP will be equal to 96 (98 - 1.96) trillion; 1.96 = 2% of 98 trillion
Then Debt to GDP = 153.86/96 = 1.6