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In the proof for (\sqrt{2}), after getting (q^2=2r^2), why is (q) even?(\sqrt{2}) के प्रमाण में (q^2=2r^2) मिलने के बाद (q) सम क्यों है?
Answer and explanationउत्तर और व्याख्या
Correct answer:सही उत्तर: Because (q^2) is even, so (q) will be evenक्योंकि (q^2) सम है, इसलिए (q) सम होगा
Step 1: From (q^2=2r^2), (q^2) is a multiple of (2). Step 2: So (q^2) is even and the integer (q) is also even. Step 3: This is the second evenness conclusion in the proof.चरण 1: (q^2=2r^2) से (q^2) (2) का गुणज है। चरण 2: इसलिए (q^2) सम है और पूर्णांक (q) भी सम होगा। चरण 3: यह प्रमाण का दूसरा समपन निष्कर्ष है।
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