If a number N is divisible by 10 and leaves a remainder of 6, what is the digit at ones place of the number?
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When a number is divided by 10, it leaves a remainder equal to the digit in the unit's place. So 6 is in the one's place of the number.
Eg: 16/10 leaves remainder 6
Eg: 16/10 leaves remainder 6
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0
I think it be like
10/n+6 = a whole number
(10+6n)/n=a whole number
Further you solve
I'm here to guide you not to help you my bro
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