What is the greatest number that can divide 781 and 458 with remainder 1 and 3?
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The numbers are given: 781 and 458
The remainders are 1 and 3 respectively
So 781-1= 780 and 458-3 =455
We need to find the greatest number that can divide the 780 and 455 evenly
So factors of 780= 5*156=5*2*78=5*2*2*39=5*2*2*2*3*13
Factors of 455=5*91=5*7*13
So the greatest common factor of the two numbers 780 and 455 is 65.
So 65 is the greatest number that can divide 781 and 458 with remainder 1 and 3.
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