Find the HCF of 1275 and 952 using EUCLID DIVISION LEMMA
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0
Answer:
Thus, (957-5) is divisible by x, i.e. 952 is divisible by x. Thus, (1280-5) is divisible by x, i.e. 1275 is divisible by x. Hence, x = H. C. F. of 952, 1275. Thus, the H. C. F. of 952, 1276 = 17.
Answered by
1
Answer:
17
Step-by-step explanation:
first subtract 5 from 957 and 1280
957 – 5 = 952
1280 – 5 = 1275
Now using Euclid's Division Algorithm we will find the HCF of 952 and 1275
1275 = 952 ×1+323
952 = 323 × 2 + 306
323 = 306 × 1+ 17
306 = 17 × 18 + 0
The largest no. that divides 957 and 1280 leaving a reminder 5 is 17
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