Find the HCF of 56,96,324 by euclids algorithm
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Answer:
hcf of 56,96 and 324 is 4
Step-by-step explanation:
Euclid division rule is given by
a=bq+r
first find the HCF of 96,324
now, 324 can be written as
324=96(3)+36
similarly 96 can be written as
96=36(2)+24
36=24(1)+12
24=12(2)+0
hcf of 324 and 96 is 12.
Now find the hcf of 12 and 56,
56=12(4)+8
12=8(1)+4
8=4(2)+0
hcf of 12 and 56 is 4.
Therefore, hcf of 56,96 and 324 is 4
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