If there is no magic or cheating, the probabilities of the two teams of getting any specific combination of cards must be thought equal. Now, observe that the event "I and my partner got no clubs" is the same as "The other team got all the clubs". The latter event has the same probability as "Me and my partner got all the clubs," implying that the two events in question are equiprobable, i.e., have equal probabilities.

It is impossible for the pencil to stop on en edge as to make a face - with or without the maker's logo - show on top. The probability of the event in question is zero.

Since there were just four letters and four envelopes, the fact that some three letters were placed into the right envelopes implies that the remaining letter has also been placed into the right envelope. Therefore the probability is 0 that exactly three letters went into the right envelope.