what is the converse of the following conditional? if eli does not want to watch a film from the new…

what is the converse of the following conditional? if eli does not want to watch a film from the new releases section, then he is not at the video store. if eli is not at the video store, then he does not want to watch a film from the new releases section. if eli is at the video store, then he wants to watch a film from the new releases section. if eli wants to watch a film from the new releases section, then he is at the video store.

what is the converse of the following conditional? if eli does not want to watch a film from the new releases section, then he is not at the video store. if eli is not at the video store, then he does not want to watch a film from the new releases section. if eli is at the video store, then he wants to watch a film from the new releases section. if eli wants to watch a film from the new releases section, then he is at the video store.

Answer

Brief Explanations:

In logic, the converse of a conditional statement "if p then q" is "if q then p". Here, p is "Eli does not want to watch a film from the New Releases section" and q is "he is not at the video - store". The converse swaps these, resulting in "if Eli is at the video store (negation of q), then he wants to watch a film from the New Releases section (negation of p).

Answer:

If Eli is at the video store, then he wants to watch a film from the New Releases section.