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(B) The logic applied to the given set is that the sum of the digits of each number,when reduced to a single digit,equals $3$.For $363$: $3+6+3 = 12$,

Vedclass · Accepted Answer

$471$

Vedclass · Answer

(B) The logic applied to the given set is that the sum of the digits of each number,when reduced to a single digit,equals $3$.For $363$: $3+6+3 = 12$,and $1+2 = 3$.For $489$: $4+8+9 = 21$,and $2+1 = 3$.For $579$: $5+7+9 = 21$,and $2+1 = 3$.Now,check the options:For $A$: $5+6+2 = 13$,$1+3 = 4$.For $B$: $4+7+1 = 12$,$1+2 = 3$.For $C$: $3+8+2 = 13$,$1+3 = 4$.For $D$: $2+8+1 = 11$,$1+1 = 2$.Thus,$471$ follows the same pattern.

Choose the correct alternative for the given relation.
Given set: $363, 489, 579$

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Choose the correct alternative for the given relation.Given set: $363, 489, 579$