which is the largest number that divides 220 and 313 leaving a remainder öf 3 in each case.
Answers
Answered by
0
First we will subtract 3 from each no.-
220 - 3 = 217
313 - 3 = 310
Then, we will find the HCF of 217,310,713
217 = 7*31
310 = 2*5*31
So, the HCF of 217,310,713 is 31.
So, therefore, the largest no. that divides 220,313, and 716 is 31.
Hope it helped you!!!
220 - 3 = 217
313 - 3 = 310
Then, we will find the HCF of 217,310,713
217 = 7*31
310 = 2*5*31
So, the HCF of 217,310,713 is 31.
So, therefore, the largest no. that divides 220,313, and 716 is 31.
Hope it helped you!!!
Similar questions