Question

The number 96*32 has digit missing. Find the missing digit if the number is divisible by 11

Answer 1

Answer:

9

Step-by-step explanation:

The divisibility test for $11$ is that the alternate sum of digits and then subtraction of these numbers should be equal to $0$ or multiple of $11$.

Let the missing digit be $x$.

So,

$(9+x+2)-(6+3)=11$

⇒$x+11-9=11$

⇒$x-9=0$

⇒$x=9$