The question we are solving here is: If we divide 393 by 6, will we get a whole number with no remainder? In other words, is 393 divisible by 6?
For 393 to be divisible by 6, both of the following two criteria must be met: First, 393 has to be an even number and second, the sum of its digits must be divisible by 3.
Looking at 393, you see that 393 is an odd number, which means that the first criteria is not met.
The sum of the digits in 393 is 15, which is divisible by 3. Therefore, the second criteria is met.
Thus, 393 is not divisible by 6 and the answer to the question "Is 393 divisible by 6?" is
NO
You may also be interested to know that if you divide 393 by 6, you get 65.50.
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