Question

Determine whether the number 9457162 is divisible by 11.

Answer 1

• As per data given in the question, $9457162$ is divisible by $11$ or not.
• Step 1- Divisbilty rule of $11$, states that if the difference of the sum of the digits at odd places and even places of the number is 0 or divisible by 11, then the given number is divisible by 11.
• Given data- $9457162.$

        To find divisible by $11.$

• Step 2- Add digits at odd places.

         we will get it,

         $=9+5+1+2\\\\=17.$

•  Step 3- Add digits at even places.

          We will get it,

          $=4+7+6$

          $=17.$

•  Step 4- Subtract the sum got in step 1 and step 2.\

          We will get it,

           $=17-17\\\\=0.$

           So, $9457162$ is divisible by $11.$

           Check-

            $=\frac{9457162}{11} \\\\=859742.$

         

Answer 2

Given: The number$9457162$.

We have to find the given number is divisible by$11$ or not.

When the difference between the sum of odd places and the sum of even places is $0$ or divisible by $11$ we can say that the number is divisible by $11.$

So, The given number is$9457162$

The sum of odd places is $=2+1+5+9=17$

and the sum of even places is $=6+7+4=17$

The difference between the sum of odd places and the sum of even places is

$=>17-17\\=>0$

Hence, we can say that the given number$9457162$ is divisible by $11$.