Give a useful denial of each statement.

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Give a useful denial of each statement.

a) T is not bounded or T is compact. (Assume that T is a fixed objet.)

b) Ali is studying Mathematics and English.

c) If Ahmad was here, he can answer your question.

My attempt:

a) T is bounded “and” T is not compact.

b) Ali is not studying math “or” English.

for (c) I know that, $\lnot (P \implies Q)$ is $P \land \lnot Q$, so I think the answer is:

c) Ahmed was here “and” he can not answer your question.

Is that true? Thanks.