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Question: this is for discrete math please help...

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This is for discrete math. Please help:

(12 points) Let S = {} and let T be the set of odd natural numbers. In set-builder notation, T 2n1 nEN) For each of the following sets, determine whether they are finite or infinite. If the set is finite, list the elements of the set inside curly braces or by using a predefined set like D. If its infinite, express it using set-builder notation (a) SnT (b) T (c) S-T (d) T- S (f) TnT (19 points) Use a truth table to determine whether or not P Ξ Q when P is the proposition (p-q) V r and Q is the proposition p Л (-q-r)

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