राइट द स्टेटमेंट ऑफ यूक्लिड डिविजन लेम्मा एंड द फंडामेंटल थ्योरम आफ अर्थमैटिक in English
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Step-by-step explanation:
Euclid Division lemma statement:- For any two positive integer a and b, there exist a unique whole no. q and r.
Such that a=bq + r where (0≤r<b)
Fundamental theorem of Arithmetic statement:-Every integer greater than one either is prime number or unique.
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Euclid Division lemma statement:- For any two positive integer a and b, there exist a unique whole no. q and r.Such that a=bq + r where (0≤r<b)Fundamental theorem of Arithmetic statement:-Every integer greater than one either is prime number or unique.
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