Decimal number is a real number. Which we write between 0 to 9 to convert from decimal number to binary no following formula to convert in binary i.e. 01, which is as follows.
डेसिमल नम्बर एक रियल नम्बर होता है। जिसे हम 0 से 9 के बीच अंक में लिखते है। जिसे बाईनरी यानी 01 में बदलने के लिए निम्न फार्मूला का प्रयोग करते है, जो इस प्रकार है।
Example of a Decimal Number: 50, 75, 152, 600, 780
डेसिमल नं0 से बाईनरी नं0 में बदलने के लिए फार्मूला इस प्रकार है।
Method-1 1. यदि डेसिमल नम्बर 25 को बाइनरी नम्बर में बदलना है तो 25 को इस फार्मूले पर ऐसे सेट करके रखते है कि इसे जोड़ने पर 25 आ जाये। जैसे फिगर में दिखाया गया है।
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)
2. इसे जोडने के बाद जो नम्बर जोड़ा गया होता है। उसे 1 और जो खाली रह जाता है उसे 0 लिखते है।
3. ANS को Right To Left (दायें से बायें) लिखते है। जिससे सही रिजल्ट आ जाता है जैसे तीर को दिखाया गया है।
(25)10 = 11001 Ans
Method-2
1. यदि डेसिमल नम्बर 25 को बाइनरी नम्बर में बदलना है तो 25 में 2 से भाग तब तक देते है जब तक कि वह अंक 0 या 1 न हो जाये। डेसिमल का बेस 10 होता है।
2. इसे 2 से भाग देते है ODD नम्बर के रहने पर उसे 1 व EVEN नम्बर रहने पर उसे 0 लिखते है।
3. इसे नीचे से उपर लिखते है। जिससे रिजल्ट सही आता है। इसे एक्साम्प्ले के साथ निचे दिखाया गया है l
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