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Questions › GATE › GATE 2023 › Q36
1 mark, −0.333Economics of Growth and Development › Endogenous growth and technical progress › Endogenous growth: AK and R&D modelsModerateabout 1 min

GATE 2023 Question 36: Endogenous growth and technical progress

In the context of endogenous growth theory, the Nobel laureate Paul Romer emphasized that "ideas" are

Tap an option to check your answer.

Answer and worked solution

Answer: (A)

A central insight of Paul Romer's endogenous growth theory is that ideas (knowledge, technology, designs) are non-rival goods — unlike physical capital or labor, one person or firm using an idea does not prevent others from using it simultaneously (e.g., a blueprint or formula can be used by unlimited producers at once). This non-rivalry is what allows ideas to generate increasing returns and drive persistent long-run growth, distinguishing Romer's model from earlier growth theories built purely on rival, scarce inputs.

(B), (C), and (D) all mischaracterize ideas as rival goods with varying degrees of excludability — this contradicts the non-rivalry property that is the actual centerpiece of Romer's contribution.

Therefore the answer is (A) non-rival.

The trap: (C) rival with high degree of excludability

Students sometimes conflate 'rivalry' with 'excludability' — ideas CAN often be made excludable (e.g., via patents), which might tempt a student toward an option mentioning 'high excludability,' but excludability is a separate property from rivalry, and Romer's key emphasis is specifically on the non-rival nature of ideas, not their excludability.

Endogenous growth and technical progress has come up 25 times in 6 exams since 2016.

What this question tests

This question is on Endogenous growth: AK and R&D models, part of Endogenous growth and technical progress in Economics of Growth and Development.

Models where long-run growth comes from within the model, from capital or from ideas.

TestStop has 10 past-paper questions on this subtopic; the nearest in year are below.

  • IIT JAM 2022 · Q28The technical change in the endogenous growth model is endogenized by
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