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A student calls \(\sqrt{2}\) irrational after seeing its decimal form 1.414213... . Which property must be proved to justify the conclusion?

Author: Muft Shiksha Editorial Team Published: Updated:
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Correct Answer

A. अनंत और अनावर्तीNon-terminating and non-repeating

Explanation

Simple Explanation

परिमेय संख्या का दशमलव प्रसार सांत या अनंत आवर्ती होता है। अतः \(\sqrt{2}\) के लिए अनंत अनावर्ती प्रसार जरूरी है। परीक्षा-टिप: केवल कई अंक दिखना प्रमाण नहीं। / A rational number has a terminating or repeating decimal expansion. Hence \(\sqrt{2}\) must be non-terminating and non-repeating. Exam tip: many displayed digits alone are not proof.

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Mathematics Answer, Explanation and Revision Hints

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Correct Answer: A. अनंत और अनावर्ती / Non-terminating and non-repeating. Explanation: परिमेय संख्या का दशमलव प्रसार सांत या अनंत आवर्ती होता है। अतः \(\sqrt{2}\) के लिए अनंत अनावर्ती प्रसार जरूरी है। परीक्षा-टिप: केवल कई अंक दिखना प्रमाण नहीं। / A rational number has a terminating or repeating decimal expansion. Hence \(\sqrt{2}\) must be non-terminating and non-repeating. Exam tip: many displayed digits alone are not proof.