# Aptitude - Numbers - Discussion

Discussion Forum : Numbers - General Questions (Q.No. 92)

92.

The smallest 6 digit number exactly divisible by 111 is:

Answer: Option

Explanation:

The smallest 6-digit number 100000. 111) 100000 (900 999 ----- 100 --- Required number = 100000 + (111 - 100) = 100011.

Discussion:

10 comments Page 1 of 1.
Surjeet Singh said:
3 months ago

How answer should be 100001? Please explain.

Gaurav Kumeriya said:
10 months ago

The right Answer should be 100001.

Maneesha said:
3 years ago

If remainder<divisor-remainder we have to subtract dividend-remainder to obtain the answer.

If remainder>divisor-remainder we have to add dividend+ (divisor-remainder).

If remainder>divisor-remainder we have to add dividend+ (divisor-remainder).

Shubhi said:
4 years ago

Divide the number by 99999 remainders comes out to 99 but to make the number completely divisible by 111 we just have to add 12 to given number i.e. 99999/111=99(rem)

111-99=12.

Hence 99999+12 = 100011.

This is required an answer.

111-99=12.

Hence 99999+12 = 100011.

This is required an answer.

Satyam said:
6 years ago

Another method.

111 = 3 * 37.

Check all optional number.

a) Divide by 3 and 37.

b) Not divided by 3.

c) Dvided by both 3 and 37.

d) Not divided by 3.

So 100011 < 111111.

Hence answer is (c).

111 = 3 * 37.

Check all optional number.

a) Divide by 3 and 37.

b) Not divided by 3.

c) Dvided by both 3 and 37.

d) Not divided by 3.

So 100011 < 111111.

Hence answer is (c).

Harini said:
7 years ago

Why do we want to subtract that no from 111 and then adding with 100000? Will you please explain that?

Keerthi said:
7 years ago

I can't understand this problem. Please explain it!

Sathish said:
8 years ago

If the required number is 100000-100, the answer will become 5 digit number, question is smallest 6 digit number.

Thekdi said:
8 years ago

Yes, agree with him. Why we didn't directly subtract 100000-100?

Maheshwar said:
8 years ago

Required number must be 100000-100 right ?

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