The greatest number will divide 3026 abd 5053 leaving renaubder 11 and 13 respectively?
The greatest number will divide 3026 abd 5053 leaving renaubder 11 and 13 respectively?
Ritvik Choudhary , 6 Years ago
Grade 6
6 grade maths> The greatest number will divide 3026 abd ...
1 Answers
Arun
Dear student
Required Number can be given by:
HCF of (3026 - 11) and (5053 - 13)
HCF of 3015 and 5040 = 15.
To find HCF, we break the given numbers in their prime Factors.
3015 = 3*3*5*67
5040 = 2*2*2*2*3*3*5*7
We take common multiples in these two given numbers to get required HCF.
And Common multiples are: 3*5
So, Required HCF = 15.
HCF of (3026 - 11) and (5053 - 13)
HCF of 3015 and 5040 = 15.
To find HCF, we break the given numbers in their prime Factors.
3015 = 3*3*5*67
5040 = 2*2*2*2*3*3*5*7
We take common multiples in these two given numbers to get required HCF.
And Common multiples are: 3*5
So, Required HCF = 15.
Regards
Arun
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