Question

यूक्लिड विभाजन प्रेमिका की सहायता से 225 व 810 का एचसीएफ ज्ञात कीजिए ​

Answer 1

Answer:

HCF(225,810)=45.

Step-by-step explanation:

We find HCF(225,810) by using the following steps. STEP(1):since810>225,we divide 810 by 225 to get 3 as quotient and 135 as remainder. By Euclid's division lemma,. we get :-. 810= 225×3+135. STEP(2):- since,the remainder 135 [isn't equal to the o],we divide 225 by 135 to get 1 as quotient and 90 as remainder. By Euclid's division lemma,we get. 225=135×1+90. STEP(3):-since the remainder 90 is not equal to the o,we divide 135 by 90 to get 1 as quotient and 45 as remainder. By Euclid's division lemma,we get. 135=90×1+45. STEP (4):- since the remainder 45 is not equal to the o . ,we divide 90 by 45 to get 2 as quotient and o as remainder. Since our procedure stops and the last divisor is the required HCF. Hence,HCF(225and810) is 45. I HOPE IT'S HELP U. PLZZ.......... FOLLOW ME QUICKLY. follow me type karne mein bada mehnat laga hai. I think u can understand. plz.... ok