Math, asked by nejac6574, 1 year ago

Find the largest number that divides 220,313,176 leaving remainder 3 in each case

Answers

Answered by Anonymous
2

Answer:


Step-by-step explanation:

220-3=217

313-3=310

716-3=713


By prime factorizing 217,310 and 713 we get→


 217= 7*31

310=2*5*31

713=23*31

so, the H.C.F of 217,310 and 713= 31


Hence the largest number that divides 220,313 and 716, leaving a remainder 3 in each case is 31.




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