
The formula for Net National Product at Factor Cost (NNP\(_{FC}\)) is: \[ {NNP}_{{FC}} = {(i) + (ii) + (iii) + (vi) + (ix)} - {(iv)} - {(v)} + {(viii)} - {(vii)} \] Substituting the given values: 
\[ {NNP}_{{FC}} = 1,200 + 800 + 500 - 50 + 70 - 100 - 150 + 80 - 200 \] \[ = 2,150 \, {crores}. \] 
Thus, the estimated value of NNP\(_{FC}\) is Rupees 2,150 crore.
On the basis of the following hypothetical data, calculate the percentage change in Real Gross Domestic Product (GDP) in the year 2022 – 23, using 2020 – 21 as the base year.
| Year | Nominal GDP | Nominal GDP (Adjusted to Base Year Price) | 
| 2020–21 | 3,000 | 5,000 | 
| 2022–23 | 4,000 | 6,000 | 
On the basis of the given data, estimate the value of National Income (NNPFC):
| S.No. | Items | Amount (in ₹ Crore) | 
| (i) | Household Consumption Expenditure | 1,800 | 
| (ii) | Gross Business Fixed Capital Formation | 1,150 | 
| (iii) | Gross Residential Construction Expenditure | 1,020 | 
| (iv) | Government Final Consumption Expenditure | 2,170 | 
| (v) | Excess of Imports over Exports | 720 | 
| (vi) | Inventory Investments | 540 | 
| (vii) | Gross Public Investments | 1,300 | 
| (viii) | Net Indirect Taxes | 240 | 
| (ix) | Net Factor Income from Abroad | (-) 250 | 
| (x) | Consumption of Fixed Capital | 440 | 
In the given reaction sequence, the structure of Y would be: