use euclids didvision lemma to find the gcf of 10224 and 9648 .
The first one will be marked as brainliest.Thanks in advance
Answers
Answered by
159
Hi there !!
According to Euclid's division lemma
a = bq + r
10224 > 9648
10224 = 9648 x 1 + 576
9648 = 576 x 16 + 432
576 = 432 x 1 + 144
432 = 144 x 3 + 0
HCF = 144
According to Euclid's division lemma
a = bq + r
10224 > 9648
10224 = 9648 x 1 + 576
9648 = 576 x 16 + 432
576 = 432 x 1 + 144
432 = 144 x 3 + 0
HCF = 144
Answered by
50
Hey ya!
Euclids division lemma : a = bq+r
Here a = 10224 and b = 9648
10224 = 9648 ×1 + 576.
Now here, a = 9648 and b = 576
9648 = 576 × 16 + 432
Here a = 576 and b = 432
576 = 432 × 1 + 144
Here, a = 432 and b = 144
432 = 144 × 3 + 0.
As remainder is 0, HCF = 144.
:)
Euclids division lemma : a = bq+r
Here a = 10224 and b = 9648
10224 = 9648 ×1 + 576.
Now here, a = 9648 and b = 576
9648 = 576 × 16 + 432
Here a = 576 and b = 432
576 = 432 × 1 + 144
Here, a = 432 and b = 144
432 = 144 × 3 + 0.
As remainder is 0, HCF = 144.
:)
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