find HCF of 1128,1464 in prime factorization method
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Answers
Answered by
1
Answer:
Answer:
1128 ) 1464 ( 1
1128
336
1464 = 1128 × 1 + 336
336 ) 1128 (3
1008
120
1128 = 336 × 3 + 120
120 ) 336 ( 2
240
96
336 = 120 × 2 + 96
96 ) 120 ( 1
96
24
120 = 96 ×1 + 24
24 ) 96 ( 4
96
0
96 = 24 × 4 + 0
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Step-by-step explanation:
Answered by
1
Answer:
According to the definition of Euclid's theorem,
a=b×q+r where 0≤r<b.
Using Euclid's Method
1464=1128×1+336
1128=336×3+120
336=120×2+96
120=96×1+24
96=24×4+0
Hence H.C.F =24
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