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what if A = 3 and B = 9
C = 7 and D = 8

D = 8 is not equal to 2* B = 18

Yes ohh i missed it the trick here was "A, B, C, and D each represent unique digits"

so B=D=0 is not possible
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what if A = 3 and B = 9
C = 7 and D = 8

D = 8 is not equal to 2* B = 18

Wondering what would be the answer
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IMO ans must be D

a< 5
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Answer is D.

A. D = 2B => this cannot be true when value of B is equal to or greater than 5.

B. B > 5 => B can be less than 5 also, since unique digit can range from 0 to 9 without any conditions.

C. C = 2A => this cannot be true, when value of B is equal to or greater than 5. Let's say if B=5, A =4, then C=4+4+1=9, which conflicts the statement.

D. A < 5 => This condition must be true because if A is equal to or greater than 5, then it will have value equal to or above 10, but the given statement is -> C is a unique digit, so value of C can be maximum 9.

E. D > B => This statement cannot be true when value of B is equal to or greater than 5. eg. If B=5, then D=0, which conflicts the given statement.
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Yes, you're doubling a two-digit number AB here (adding it to itself), and getting a two-digit number as a result. So AB has to be less than 50, or else you'd get a three-digit result. And if AB < 50, that means A < 5.
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If A>5, then the answer would be a three digit number, so A must be less than 5. Ans - D.
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It should be D as anything greater then 5 (for A position ) will give the end result in 3 digits


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IMO d
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