find the hcf of 65 ,117 n express it in the form of 65m+117n
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Answered by
3
H.C.F. OF 65 & 117 can be found by using Prime Factorization Method:
65 = 13 × 5
117 = 13 × 3 × 3
Hence, their H.C.F. is 13.
13 = 65m + 117n
Dividing by 13 on both the sides,
We get,
13/13 = 65m/13 + 117n/13
1 = 5m + 9n
may help u
65 = 13 × 5
117 = 13 × 3 × 3
Hence, their H.C.F. is 13.
13 = 65m + 117n
Dividing by 13 on both the sides,
We get,
13/13 = 65m/13 + 117n/13
1 = 5m + 9n
may help u
Answered by
0
first find HCF using,
a = bq +r
HCF = 13
the HCF is expressable in form of 65m+117n.
so,
=65m+117n = 13
all numbers are divisible by 13,
=5m + 9n = 1
hope it helps!!!!
a = bq +r
HCF = 13
the HCF is expressable in form of 65m+117n.
so,
=65m+117n = 13
all numbers are divisible by 13,
=5m + 9n = 1
hope it helps!!!!
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