If \['\beta '\] means 'equal to, \['\delta '\]means "not equal to' and \['\eta '\] means 'not greater than', then which of the following four could be a correct inference in \[2A\delta B\text{ }and\text{ }B\beta 3C?\]

If \['\beta '\] means 'equal to, \['\delta '\]means "not equal to' and

1.	If \['\beta '\] means 'equal to, \['\delta '\]means "not equal to' and \['\eta '\] means 'not greater than', then which of the following four could be a correct inference in \[2A\delta B\text{ }and\text{ }B\beta 3C?\]
A.	\[2A\delta 3C\]
B.	\[6C\eta B~\]
C.	\[B\delta 6A~\]
D.	\[2A\eta 3C\]
Answer» B. \[6C\eta B~\]

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If \['\beta '\] means 'equal to, \['\delta '\]means "not equal to' and \['\eta '\] means 'not greater than', then which of the following four could be a correct inference in \[2A\delta B\text{ }and\text{ }B\beta 3C?\]

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