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Asked Dec 18, 2019
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For Exercise, consider sets A and B and determine if the statement is true or false.

A={x|4>x}, B={x|x<=1}

4 belongs to A

 

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The given two sets are A={x|4 >x} and B = {x\x<1} and the given statement is “4 belongs to A" The elements in set A={x\4 >x} is A={5,6,7,- -} and the elements in set B={x\x <1} is B={1,0, –1,–2,–3,--}.

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