At a certain baseball game, 85% of the attendees are mini donuts or cheered for the home team, while 30% of the attendees ate mini donuts and cheered for the away team. Also it is assume
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At a certain baseball game, 85% of the attendees are mini donuts or cheered for the home team, while 30% of the attendees ate mini donuts and cheered for the away team. Also it is assumed that attendees will cheer for exactly one team at the game.
Suppose that an attendee is randomly selected and it is known that they cheered for the away team. Compute probability that this attendee did not eat mini donuts.
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