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Numerical Problems · Q13

Q.From the following budget data, calculate the Revenue Deficit, the Fiscal Deficit, and the Primary Deficit: Revenue Receipts = ₹50,000 crore; Revenue Expenditure = ₹58,000 crore; Capital Expenditure = ₹12,000 crore; Non-debt Capital Receipts = ₹3,000 crore; Interest Payments (included within Revenue Expenditure) = ₹9,000 crore.

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Step 1 — Revenue Deficit:

Revenue Deficit=Revenue Expenditure−Revenue Receipts=58,000−50,000=₹8,000 crore\text{Revenue Deficit} = \text{Revenue Expenditure} - \text{Revenue Receipts} = 58{,}000 - 50{,}000 = ₹8{,}000 \text{ crore}

Step 2 — Total Expenditure (needed for Fiscal Deficit):

Total Expenditure=Revenue Expenditure+Capital Expenditure=58,000+12,000=₹70,000 crore\text{Total Expenditure} = \text{Revenue Expenditure} + \text{Capital Expenditure} = 58{,}000 + 12{,}000 = ₹70{,}000 \text{ crore}

Step 3 — Fiscal Deficit:

Fiscal Deficit=Total Expenditure−(Revenue Receipts+Non-debt Capital Receipts)=70,000−(50,000+3,000)=70,000−53,000=₹17,000 crore\text{Fiscal Deficit} = \text{Total Expenditure} - (\text{Revenue Receipts} + \text{Non-debt Capital Receipts}) = 70{,}000 - (50{,}000 + 3{,}000) = 70{,}000 - 53{,}000 = ₹17{,}000 \text{ crore}

Step 4 — Primary Deficit:

Primary Deficit=Fiscal Deficit−Interest Payments=17,000−9,000=₹8,000 crore\text{Primary Deficit} = \text{Fiscal Deficit} - \text{Interest Payments} = 17{,}000 - 9{,}000 = ₹8{,}000 \text{ crore}

Independent verification (decomposed re-check of the Fiscal Deficit): breaking Total Expenditure into its two components and subtracting receipts directly gives the same result: (58,000+12,000)−(50,000+3,000)=70,000−53,000=17,000(58{,}000 + 12{,}000) - (50{,}000 + 3{,}000) = 70{,}000 - 53{,}000 = 17{,}000 — matches Step 3, confirming the Fiscal Deficit figure the Primary Deficit is based on. …

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