A) \[A\,\,>\,\,B\]
B) \[A\,\,>\,\,C\]
C) \[C\,\,>\,\,D\]
D) \[B\,\,>\,\,D\]
Correct Answer: D
Solution :
(d) Given: \[A\,\,+\,\,B\,\,=\,\,C\,\,+\,\,D\] \[A\,\,-\,\,D\,\,=\,\,C\,\,-\,\,B\] ... (i) And \[A+\text{ }D>\text{ }B+C\] ... (ii) Subtraction (i) from (ii), we get: \[2D\,\,>\,\,2B\,\,or\,\,D\,\,>\,\,B\]. Hence, \[B\text{ }>\text{ }D\] is a wrong statementYou need to login to perform this action.
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