Question

What is tge largest divisor which divides the numbers 220,313 and 716 and leaves remainder 3 in each case

Answer 1

Answer:

the largest no. that divides 220,313, and 716 is 31.

Step-by-step explanation:

First we will subtract 3 from each no.-

220 - 3 = 217

313 - 3 = 310

716 - 3 = 713

Then, we will find the HCF of 217,310,713

217 = 7*31

310 = 2*5*31

713 = 23*31.

So, the HCF of 217,310,713 is 31.

So, therefore, the largest no. that divides 220,313, and 716 is 31.

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