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If a and b are the two +ve integers then
According to Euclid's division lemma
a=bq+r. where 0<=r<b
As a=14b then
14b=b×14+0
So the HCF is b
According to Euclid's division lemma
a=bq+r. where 0<=r<b
As a=14b then
14b=b×14+0
So the HCF is b
imkunal2u:
plzzzz... don't copy the answer from internet
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Solution:
______________________________________________________________
Given:
a & b are two positive integers ,.
a= 14b,.
_____________________________________________________________
To find :
HCF{a,b}
_____________________________________________________________
we know that,
a = bq + r,
a= 14 x b + 0,.
∴ HCF{a,b} = b
_____________________________________________________________
Hope it Helps !!
______________________________________________________________
Given:
a & b are two positive integers ,.
a= 14b,.
_____________________________________________________________
To find :
HCF{a,b}
_____________________________________________________________
we know that,
a = bq + r,
a= 14 x b + 0,.
∴ HCF{a,b} = b
_____________________________________________________________
Hope it Helps !!
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