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| 1. |
Find hcf of 56,96,324 by euclids algorithum |
| Answer» Euclid\'s formula is given by ,a=bq+r, where a= dividend, b= divisor,q=quotient, r= remainder324=96{tex}\\times{/tex}3+3696=36{tex}\\times{/tex}2+2436=24{tex}\\times{/tex}1+1224=12{tex}\\times{/tex}2+0HCF =12Again,96=56{tex}\\times{/tex}1+4056=40{tex}\\times{/tex}1+1640=16{tex}\\times{/tex}2+816=8{tex}\\times{/tex}2+0HCF=8So, HCF of 56,96,324= 12-8=4 | |