use Euclids algorithm to find the h.c.f of 70 and 50
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use Euclids algorithm to find the h.c.f of 70 and 50
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Answer:
* = multiple
70 = 7*5*2
50 = 5* 5*2
so the common in both is 5*2
so the h.c.f is 5*2 = 10
Answer:
we know that
a=bq+r
70=50×1+20
50=20×2+10
20=10×2+0
hence hcf is 10
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