Question

Read the following information carefully and identify $♠$.

$\to$ $♠$ is a $5$-digit number.

$\to$ There are 3 different odd digits in $♠$ and their sum is $11$

$\to$ The digit in the hundreds place is $4$ more than the digit in the ones place and their product is zero.

$\to$ The digit in the tens place is $1$ more than digit in the ones places but $2$ less than the digit in the thousands place.

• A. $83140$
• B. $73410$
• C. $53410$
• D. $74310$

Answer 1

Answer: (B)

$73410$

This type of question can be easily done using the options and checking the conditions given in the question

option A is rejected since there are only $2$ odd digits in it

option C can be rejected since the sum of odd digits is $8$ not $11$

option D can be rejected since it does not follows last condition

hence option B is correct