NCERT class 10th math exercise 1.3 | NCERT class 10th math chapter 1 | Real Number by Ashfaque sir

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माना की √2 एक परिमेय है 👈 √2 = p/q (जहाँ q≠0) 👈 q√2=p 👈 √2= p/q 👈 √2 एक अपरिमेय संख्या हैI. 👈 p/q एक परिमेय संख्या हैI. 👈 हमारा माना गलत हुआ 👈 इसलिए √2 अपरिमेय संख्या हैI. Ans ✅✔✅

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मान की√2एक परिमेय है,👈

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हमे पता है कि जिस संख्या को हम P/Q के रूप में नहीं लिख सकते उसे अपरिमेय कहते हैं तो √5 एक अपरिमय संख्या हैं

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मान लिया√2 एक परिमेय संख्या है √2=p/q ( जहा p और q एक पूर्णांक संख्या है P=√2q (P²) =(√2q)² P²=2q² Ab baad me hoga time nhi hai ❤❤❤❤😊😅

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माना की √2एक परिमेय संख्या है। है तो √2=p/q अत: √2p=q : जो संख्या रूट के साथ *या -या+ में में हो चुकी। वह संख्या अपरिमेय संख्या है \ जो हमारा मान्यता गलत है की √2 एक परिमेय संख्या । इसलिए = √2 एक अपरिमेय संख्या है *ans*....

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Mana hi √2 ek parimey sankhya hai √2=p/q (jahan q≠0 tatha p q ka hcf 1 hai ) Dono taraf warg karne per (√2)²=(p/q)² 2= p²/q² P²=2q²

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