Find the hcf of 960and 432 using division lemma
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Hcf for the given question is 2
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Starting with the larger integer, that is 960. Using, Euclid's division algorithm, we get
960 = 432 × 2 + 96
We are considering 432 as divisor and 96 as the remainder.
Again applying Euclid's division algorithm, we get
432 = 96 × 4 + 48
We are considering 96 as divisor and 48 as the remainder.
Again applying Euclid's division algorithm, we get
96 = 48 × 2 + 0
Here the remainder has became 0 and we can not proceed further.
So, HCF (432, 960) = 48
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960 = 432 × 2 + 96
We are considering 432 as divisor and 96 as the remainder.
Again applying Euclid's division algorithm, we get
432 = 96 × 4 + 48
We are considering 96 as divisor and 48 as the remainder.
Again applying Euclid's division algorithm, we get
96 = 48 × 2 + 0
Here the remainder has became 0 and we can not proceed further.
So, HCF (432, 960) = 48
Hope it helps u
Plz mark as brainliest
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