Problem 1: 20 Pennies are tossed. a) What is the total number of states (i.e. possible sequences of heads and tail b) What are the probabilities of obtaining the states: i. H¡H2H3H4H5H&H¬H&H»H10H11H12H13H14H15H16H17H18H19H20 ii. H1H2T3H4H5T6H¬H&H9H10T11H12H13H14T15H16H17T18T19H20 c) Calculate the number of states in which: i. 10 heads appear ii. 5 heads annear

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Problem 1: 20 Pennies are tossed.
a) What is the total number of states (i.e. possible sequences of heads and tails?)
b) What are the probabilities of obtaining the states:
i. H¡H2H3H4H5H6H¬H§H9H1oH11H12H13H14H15H16H17H18H19H20
ii. H¡H2T3H4H5T6H¬H&H9H10T11H12H13H14T15H16H17T18T19H20
c) Calculate the number of states in which:
i. 10 heads appear
ii. 5 heads appear
Transcribed Image Text:Problem 1: 20 Pennies are tossed. a) What is the total number of states (i.e. possible sequences of heads and tails?) b) What are the probabilities of obtaining the states: i. H¡H2H3H4H5H6H¬H§H9H1oH11H12H13H14H15H16H17H18H19H20 ii. H¡H2T3H4H5T6H¬H&H9H10T11H12H13H14T15H16H17T18T19H20 c) Calculate the number of states in which: i. 10 heads appear ii. 5 heads appear
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