A small town has three grocery stores (1, 2 and 3). Four ladies living in this town each randomly and independently pick a store in which to shop. Give the sample space of the experiment which consists of the selection of the stores by the ladies. Then define the events
Three grocery stores: "1,2,3."
Four ladies.
"S=\\{1111, 1112, 1121, ..., 3333\\}, 3^4=81" elementary events.
A: all ladies choose the store 1: "A=\\{1111\\}"
B: half the ladies choose the store 1 and half the ladies choose the store 2 :
"B=\\{1122\\}, \\{1212\\}, \\{1221\\}, \\{2211\\}, \\{2121\\},\\{2112\\}"
C: all the stores are chosen (by at least one lady):
"C=\\{1231\\}, \\{1232\\}, \\{1233\\}, \\{1321\\}, ...,\\{3321\\}," "36" elementary events.
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