Word Count : 392

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दिए गए सूरिय व्यंजक को हल करने के लिए, हम निम्नलिखित चरणों का पालन करेंगे: ### चरण 1: व्यंजक को सरल करें दिया गया सूरिय व्यंजक है: \[ ((x_1 \wedge x_2)' \vee x_3)' \wedge x_2 \] #### 1.1 नॉट ऑपरेशन का विस्तार करें De Morgan’s theorem के अनुसार: \[ (x_1 \wedge x_2)' = x_1' \vee x_2' \] तो व्यंजक बन जाएगा: \[ ((x_1' \vee x_2') \vee x_3)' \wedge x_2 \] #### 1.2 बाहरी नॉट ऑपरेशन लागू करें De Morgan’s theorem के अनुसार: \[ (A \vee B)' = A' \wedge B' \] जहाँ \( A = x_1' \vee x_2' _______ ______ _________ ______ _______ _________ _________ _____ _________ ___.
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