When the difference of a $3$ digit number $983$ and number obtained by reversing the digits is divided by $99$ . Find the quotient.

7

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6

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5

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Solution

The correct option is B $6$
Given number is $983$
Number obtained by reversing the digits is $389$
The difference $= 983 - 389 = 594$
$594 \div 99 = 6$
So, the quotient is $6$ .

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When the difference of a 3 digit number 983 and number obtained by reversing the digits is divided by 99. Find the quotient.

The correct option is B 6Given number is 983Number obtained by reversing the digits is 389The difference =983−389=594594÷99=6So, the quotient is 6.

When the difference of a $3$ digit number $983$ and number obtained by reversing the digits is divided by $99$ . Find the quotient.

The correct option is B $6$
Given number is $983$
Number obtained by reversing the digits is $389$
The difference $= 983 - 389 = 594$
$594 \div 99 = 6$
So, the quotient is $6$ .