Question

A number consists of 3 digit numbers. The ones and the hundreds place digits are both divisible by 3. The tens and one's place digits are both divisible by 2 and the tens digit is 2 less than the ones digit. The hundreds place digit is the third multiple of 3. What is the number?

Answer 1

Answer:

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

Answer 2

Answer:

So here the answer 946

Step-by-step explanation:

The number is 3 digits so _ _ _

and ones and hundred's  place are divisible by 3 so it is a multiple of 3

Now tens and one place are divisible by 2

so the ones digit is both divisible by 2 and 3 therefore it is 6{ divisibility rule of 6 is so}

Now the tens digit is two less that one digit so it is 4{6-2]

and the condition as satisfied[ it is divisible by 2

and the hundred's digit is 3rd multiple of three= 9

Hence the number obtained is 946