\(\sqrt{2}\) का प्रमाण बिना दशमलव निकाले क्यों पूरा हो जाता है?
Why is the proof of \(\sqrt{2}\) completed without finding its decimal expansion?
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Correct Answer
A. क्योंकि प्रमाण समता और सहभाज्य विरोधाभास पर आधारित हैBecause the proof is based on evenness and coprime contradiction
Concept
This proof does not need decimals. Evenness and the lowest fraction condition are enough.
Why this answer is correct
The correct answer is A. क्योंकि प्रमाण समता और सहभाज्य विरोधाभास पर आधारित है / Because the proof is based on evenness and coprime contradiction. This proof does not need decimals. Evenness and the lowest fraction condition are enough.
Exam Tip
इस प्रमाण में दशमलव की जरूरत नहीं होती। समता और सरलतम भिन्न की शर्त पर्याप्त है।
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