Question : What is the smallest 6-digit number that is completely divisible by 108?
Option 1: 100003
Option 2: 100004
Option 3: 100006
Option 4: 100008
Answer (1)
14th Jan, 2024
Correct Answer: 100008
Solution :
Given: Divisor = 108
The smallest six-digit number is 100000.
Divide 100000 by 108,
Quotient = 925, Remainder = 100
Required number = 100000 + (108 – 100) = 100008.
Hence, the correct answer is 100008.
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