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Question 27 of 75

Q.Define the problem of double counting in the estimation of National Income. Discuss two approaches to correct the problem of double counting.

(OR)
Define the following :
(a) Capital Goods
(b) Gross Domestic Product
(c) Flow Variables
(d) Income from property and entrepreneurship
West Bengal WbchseCBSE Class XII Board 2020Subjective· 6mImportance★★★★★
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Part (a): Double counting is the multiple counting of intermediate goods; it is removed by the Final Output Method or the Value Added Method.

Part (b): Capital goods = durable producer goods; GDP = market value of final output within domestic territory (gross); flow variables = measured over time; income from property and entrepreneurship = operating surplus.

Part (a)

Estimating National Income means measuring the value of final goods and services produced in a year. In a chain of production a good passes through many hands, so if we naively add up the value of every transaction we count the same value several times — this is double counting, and it overstates National Income.

Consider wheat → flour → bread:

  • Farmer sells wheat for ₹100, miller sells flour for ₹200, baker sells bread for ₹300.
  • Only the bread (₹300) is the final good. Wheat and flour are intermediate goods here.

Adding ₹100 + ₹200 + ₹300 = ₹600 counts the wheat three times and the flour twice. The true contribution is only ₹300.

Approach 1 — Final Output Method. Include only the value of final goods and services; ignore all intermediate transactions. In the example we count only the bread = ₹300, because the value of wheat and flour is already inside the price of the bread.

Watch out

Whether a good is intermediate or final depends on its end use — sugar bought by a household is final, sugar bought by a sweet shop is intermediate.

Approach 2 — Value Added Method.

Value Added=Value of Output−Value of Intermediate Consumption\text{Value Added} = \text{Value of Output} - \text{Value of Intermediate Consumption}

  • Farmer: 100−0=100100 - 0 = 100
  • Miller: 200−100=100200 - 100 = 100
  • Baker: 300−200=100300 - 200 = 100
  • Total value added =100+100+100=₹300= 100 + 100 + 100 = \textbf{₹300} …

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