Question

using Euclid's division algorithm, find the HCF of 300, 540 and 890

Answer 1

HCF of 300 and 540 can be found out as follows :

since, remainder = 0,

∴ HCF (300, 540) is = 60

Now, find the HCF OF 60 and 890 as follows :

∴ HCF (60, 890) = 10

Thus, HCF (300, 540, 890) = 10

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