Question

the largest number which divides 625 856 and 1626 to leave the same remainder is

Answer 1

2 is the answer...............

Answer 2

Answer:

The largest number which divides 625 856 and 1626 to leave the same remainder is 9.

Step-by-step explanation:

Step 1:  We are aware of the process for placing the numbers in ascending and descending order in order to generate the biggest and smallest numbers. The highest number is created by placing the specified digits in ascending order, and the lowest number is created by placing them in descending order, as we have already learned.

Step 2: The quantity that is "left over" after conducting a calculation is referred to as the remnant in mathematics. The integer that remains after multiplying one integer by another to get an integer quotient is known as the remnant in mathematics.

Step 3:1626- 625= 1001

And, 1626- 856 =770

And 856- 625=231

Now , 231 =3 x 7 x 11 .

And ,  770 = 2 x 5 x 7 x 11.

And, 1001 =   7 × 11 × 13

HCF of 231, 770,1001 is 77

When we divide 625 ,856 and 1626 by 77 we get remainder 9.

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