A) \[516<DCVI\]
B) \[256=CCLVII\]
C) \[408\ne CDVIII\]
D) \[1005>MD\]
Correct Answer: A
Solution :
\[\text{516}<\text{DCVI}\] is correct as \[\text{DCVI = 500 + 100 + 5 + 1 = 606}\] \[\text{CCLVII}=\text{1}00+\text{1}00+\text{5}0+\text{5}+\text{1}+\text{1}\] \[=257\ne 256\] \[\text{CDVIII}=(\text{5}00-\text{1}00)+\text{5}+\text{1}+\text{1}+\text{1}\] \[=\text{ 4}00+\text{8}=\text{4}0\text{8}\] \[\text{MD}=\,1500\]
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