using euelid division algorithn to find the HCF of the following
1288,576
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here is ur answer..............
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Hey!!
We have 1288, 576
By Euclid's Division Lemma or algorithm
a = bq + r where 0 < r < b
For a = 1288 b = 576
1288 = 576 × 2 + 136 ( r # 0 )
For a = 576 b = 136
576 = 136 × 4 + 32 ( r # 0 )
For a = 136 b = 32
136 = 32 × 4 + 8 ( r # 0 )
For a = 32 b = 8
32 = 8 × 4 + 0 ( r # 0 )
Therefore HCF [ 1288 and 576 ] = 8
Hope it will helps you ✌ ✌
We have 1288, 576
By Euclid's Division Lemma or algorithm
a = bq + r where 0 < r < b
For a = 1288 b = 576
1288 = 576 × 2 + 136 ( r # 0 )
For a = 576 b = 136
576 = 136 × 4 + 32 ( r # 0 )
For a = 136 b = 32
136 = 32 × 4 + 8 ( r # 0 )
For a = 32 b = 8
32 = 8 × 4 + 0 ( r # 0 )
Therefore HCF [ 1288 and 576 ] = 8
Hope it will helps you ✌ ✌
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