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Previous year question hub

National Income and Output Determination - Macroeconomics - Economics Previous Year Questions

Practice National Income and Output Determination - Macroeconomics - Economics previous year questions organised from real papers, with year-wise coverage and clear topic navigation.

6Papers
6Years
14Questions
1Topics

National Income and Output Determination question pattern

Every graph below is calculated only from this selection.

Questions by year

Year-wise coverage for National Income and Output Determination. Each bar uses a separate theme-derived color.

Difficulty distribution

How the classified questions are distributed by difficulty.

Easy 10 71.4%
Medium 4 28.6%

Question type distribution

MCQ, numerical, multiple-select and other formats found in these papers.

Numerical Answer Type (NAT) 6 42.9%
MCQ 5 35.7%
MSQ 3 21.4%

Subject weightage

Top subjects by unique question coverage.

Economics
14 Qs

Most asked topics

Top topics across the included previous year papers.

Macroeconomics
14 Qs

Subtopic coverage

Top subtopics inside this exact selection.

National Income and Output Determination
14 Qs

Paper coverage

Question coverage for the most populated papers. Every active PYP paper remains listed below.

Humanities & Social Sciences - Economics (XH-C1) 2026
1 Qs
Humanities & Social Sciences-Economics (XH-C1) 2025
5 Qs
Humanities & Social Sciences-Economics (XH-C1) 2024
2 Qs
Humanities & Social Sciences-Economics (XH-C1) 2023
2 Qs
Humanities & Social Sciences-Economics (XH-C1) 2022
3 Qs
Humanities & Social Sciences-Economics (XH-C1) 2021
1 Qs

Included previous year papers

Newest papers appear first. Sort by year, question coverage or name.

PaperYear / sessionQuestions in this viewOpen
Humanities & Social Sciences - Economics (XH-C1) 202620261View paper
Humanities & Social Sciences-Economics (XH-C1) 202520255View paper
Humanities & Social Sciences-Economics (XH-C1) 202420242View paper
Humanities & Social Sciences-Economics (XH-C1) 202320232View paper
Humanities & Social Sciences-Economics (XH-C1) 202220223View paper
Humanities & Social Sciences-Economics (XH-C1) 202120211View paper

All National Income and Output Determination previous year questions

Practice every matching question in batches of 20, with every available option.

1
2021 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2021
For an open economy, the ‘twin deficits’ can be expressed by:
[where \(S\) = Savings; \(I\) = Gross Private Investment; \(G\) = Government Expenditures; \(TR\) = Transfer Payments; \(TX\) = Taxes; \(X\) = Exports; \(M\) = Imports and \(NFIA\) = Net Factor Income from Abroad]
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2
2022 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2022

The change in equilibrium output for an equal amount of change in government expenditure and tax revenue is linked to which one of the following multipliers?

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3
2022 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2022
An economy is characterized by the following production function:
\[ Y = AK^{0.25}L^{0.75} \]
where \(K\) denotes capital, \(L\) denotes labour, \(A\) denotes the total factor productivity and \(Y\) denotes output produced. All capital and labour are fully employed.
Suppose that the growth rate of labour is 1%, the growth rate of capital is 4%, and the growth rate of output is 4%. The growth rate of total factor productivity \(A\) is
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4
2022 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2022
Suppose the estimated consumption equation of an economy is:
\[ C = 40 + \beta Y_d \]
where \(Y_d\) is the personal disposable income, \(\beta\) is the marginal propensity to consume (\(MPC\)), Government expenditure (\(G\)) is given as 90. Total tax (\(T_x\)) received is \(\delta Y\), where \(Y\) is aggregate output or real income and \(\delta\) is tax to real income proportionality factor. Autonomous investment (\(I_a\)) is given as 80. What are the tax revenue and budget surplus of the government when \(\beta = 0.75\) and \(\delta = 0.20\)? All units are measured in constant rupees.
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5
2023 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2023
Consider the Keynesian Cross Model with a linear consumption function and a zero tax, where the government purchase is Rs. 100 and the equilibrium income is Rs. 1300. If the government purchase is increased to Rs. 125, the equilibrium income increases to Rs. 1400. Using the given information, the marginal propensity to consume is ______ (round off to two decimal places).
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6
2023 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2023
A labour-augmenting production function is \[ Y = K^{0.32}(A L)^{0.67} \] where \(Y\) = output, \(K\) = capital, \(L\) = labour, and \(A\) = technology. Assume that the growth rate of \(L\) is 1.2 percent per annum, the growth rate of \(K\) is 3 percent per annum, and the growth rate of \(A\) is 1.5 percent per annum. Using the growth-accounting approach, the growth rate of \(Y\) in percent per annum is ________ (round off to two decimal places).
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7
2024 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2024

Which of the following factor(s) do NOT affect output and employment in the classical macroeconomic model?

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8
2024 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2024
Consider the Solow growth model in which output \(Y\) is determined by the production function \(Y_t = 0.2K_t + 0.8L_t\), where \(K\) and \(L\) denote capital and labour used in the production process, and \(t\) depicts time. The depreciation is given by \(\delta K_t\), where \(\delta = 0.2\). Saving is given by \(sY_t\), where \(s = 0.5\). Assume that the population does not grow with time. The steady state capital per unit of labour is ______ (in integer).
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9
2025 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2025

Which of the following statements is/are CORRECT in the context of National Income Accounting?

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10
2025 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2025
For a closed economy with no government expenditure and taxes, the aggregate consumption function (\( C \)) is given by \( C = 100 + 0.75 Y_d \) where \( Y_d \) is the disposable income. If the total investment is 80, the equilibrium output is ______ (in integer)
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11
2025 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2025
A simple Keynesian open economy model is given by
\( S + T + M = G + I + X \)
where \( S, I, G, T, X, \) and \( M \) stands for saving, investment, government expenditure, taxes, exports and imports, respectively.
If the country has trade surplus, which strategy/strategies among the following will reduce the trade imbalance?
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12
2025 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2025
Consider the following Harrod-Domar growth equation \[ \frac{s}{\theta} = g + \delta \] where \(s\) = saving rate, \(\theta\) = capital-output ratio, \(g\) = overall growth rate, and \(\delta\) = capital depreciation rate. If \(\delta = 0\) and \(s = 20\%\), then to achieve \(g = 10\%\), the capital-output ratio will be __________ (in integer)
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13
2025 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences-Economics (XH-C1) 2025
If the Marginal Propensity to Consume (MPC) of an economy is 0.75, then the value of expenditure multiplier will be __________ (in integer).
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14
2026 · Economics · Macroeconomics · National Income and Output Determination
Humanities & Social Sciences - Economics (XH-C1) 2026
Consider a Solow growth model with the production function \(Y_t = K_t^{\alpha} N_t^{1-\alpha}\); \(0 < \alpha < 1\); where, \(Y_t\) is aggregate output at time \(t\); \(K_t\) is aggregate capital stock at time \(t\); \(N_t\) is the number of workers at time \(t\). There is population growth but no technology growth. Let \(0 < s < 1\) be the savings rate, \(0 < n < 1\) be the population growth rate, and \(0 < \delta < 1\) be the rate of depreciation of capital stock.

What is the growth rate of aggregate output at steady state?
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