If and , then x \not \epsilon a [/tex]. State whether the statement is True (or) False And Justify it
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means A is subset of B or all elements of set A belongs to set B.
e.g., if and then definitely
but if then,
here, it is given that,
and
then, definitely .
hence, the given statement is true.
e.g., if and then definitely
but if then,
here, it is given that,
and
then, definitely .
hence, the given statement is true.
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