Question

A number consists of 3 different digits. The one's and hundred's place digits are both divisible by $3$. The ten's and one's place digits are both divisible by $2$. The hundred's place digit is third multiple of $3$. What is the number?

• A. $969$
• B. $949$
• C. $956$
• D. $946$

Answer 1

Answer: (D)

$946$

Third multiple of $3$ is $9$
So, hundred's place digit is $9$
Also, one's place digit is divisible by $2$ and $3$. Therefore, one's digit is $6$ and ten's place digit is divisible by $2$. From given options, the number is $946$