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(A) In the given set of numbers $282, 354, 444$,the sum of the digits for each number is $12$ ($2+8+2=12$,$3+5+4=12$,$4+4+4=12$).Additionally,the larg

Vedclass · Accepted Answer

$453$

Vedclass · Answer

(A) In the given set of numbers $282, 354, 444$,the sum of the digits for each number is $12$ ($2+8+2=12$,$3+5+4=12$,$4+4+4=12$).Additionally,the largest digit in each number is placed in the middle position.Checking the options:For option $(A)$,$453$: The sum of digits is $4+5+3=12$,and the largest digit $5$ is in the middle.For option $(B)$,$412$: The sum of digits is $4+1+2=7$.For option $(C)$,$336$: The sum of digits is $3+3+6=12$,but the largest digit $6$ is at the end,not in the middle.For option $(D)$,$225$: The sum of digits is $2+2+5=9$.Therefore,option $(A)$ is the correct answer.

Choose the correct alternative for the given relation.
Given set : $282, 354, 444$

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Choose the correct alternative for the given relation.Given set : $282, 354, 444$