Contact Style About

4.Find the LCM and HCF of 56,96 and 324 by prime factorisation

method​

By Reagan

4.Find the LCM and HCF of 56,96 and 324 by prime factorisation

method​

About the author
Reagan

sarita lends two sums each of 2500 to two of her friends for 3 years charging 8% p.a.at simple interest for one and the same rate

X
Intrepid
a) stalwart
b) meek
c)guesy d) heroic​

1 thought on “4.Find the LCM and HCF of 56,96 and 324 by prime factorisation<br /><br />method​”

  1. Answer:

    Answer: HCF of 56, 96 and 324 is 4.

    Given three numbers 56,96 and 324. we have to find the HCF using Euclid’s division algorithm. By using Euclid’s division algorithm.

    a=bq+r. where a > b.

    we first find the HCF of 324 and 96. 324=96(3)+36. …

    HCF(56,96,324)=HCF(56,12) Now find the hcf of 12 and 56, …

    HCF of 12 and 56 is 4.

    Reply

Leave a Comment