Real Numbers|Fundamental Theorem Of Arithmetic|Euclid's Division Lemma|Irrational Numbers

Euclid Division lemma

State Fundamental Theorem of Arithmetic.

Proof of Euclid division lemma

Real Numbers - Fundamental Theorem Of Arithmetic|NCERT Exercise|HCF/LCM|NCERT Exercise|Relation Between Hcf&Lcm Of Any Two Positive Integers|Exercise Questions|NCERT Exercise

Example based on euclid's division lemma||The fundamental Theorem OF Arithmetic|| Prime Factorization|| Factor Tree

Classification Of Real Numbers|Euclid's Division Lemma|Questions|Euclid's Division Algorithm|Questions|Summary

use fundamental theorem of Arithmetic find HCF and LCM of 116 and 2356

The Fundamental Theorem Of Arithmetic|L.C.M And H.C.F By Prime Factorization|Questions|Summary

Apply Euclid's division lemma with number 124 and 24.

State fundamental theorem of Arithmetic. Is it possible that HCF and LCM of two numbers be 24 and 540 respectively. Justify your answer.