The distribution of Scrabble tiles and their points are given below. As you might expect, there are more vowels and common consonants (e.g. R,T). High point tiles such as Q and Z occur less frequently. popular game of Scrabble. Topics covered: 1. Sample spaces 2. Relative frequency and probability 3. Rules of probability W lid g o eo o 4. Sampling with and without replacement One game has 100 tiles total. Weight Point' Value Frequency Probability 1 pt 3 pts 3 pts 2 pts 1 pt 4 pts 2 pts 4 pts 1 pt 8 pts 5 pts 1 pt 3 pts 1 pt Total Frea/ Total Letter Point Value | Frequency | Probability 8. Letter 1 pt 3 pts 10 pts 1 pt 1 pt 1 pt 1 pt 4 pts 4 pts 8 pts 4 pts 10 pts 0 pts 9. .08 .02 C 2 Q 1 01 D L04 R 6 E 12 4 .04 .12 S .02 .03 T 6 .04 .02 .02 .01 02 .01 .02 U 4 H .02 .09 .01 .01 .04 02 2 V 9. W J 1 1 K 1 Y 2 L 4 1 2 Blank 6. 1. Suppose we were to perform an experiment that consisted of drawing one tile from the bag, Answer the following questions for this particular experiment. (a) The sample space is all possible outcomes of a random phenomenon. Give the sample space for our experiment. 21 P: SA.B.C.D.E. F.G.H.I.J.K.L.M.N.O.P.O,R.S.T.U.V.W.X.Y.Z.blank? (b) If the outcomes are equally likely (i.e. every tile has the same chance of being selected), the probability of an event is defined by Number of outcomes in the event Total number of outcomes P(event):
The distribution of Scrabble tiles and their points are given below. As you might expect, there are more vowels and common consonants (e.g. R,T). High point tiles such as Q and Z occur less frequently. popular game of Scrabble. Topics covered: 1. Sample spaces 2. Relative frequency and probability 3. Rules of probability W lid g o eo o 4. Sampling with and without replacement One game has 100 tiles total. Weight Point' Value Frequency Probability 1 pt 3 pts 3 pts 2 pts 1 pt 4 pts 2 pts 4 pts 1 pt 8 pts 5 pts 1 pt 3 pts 1 pt Total Frea/ Total Letter Point Value | Frequency | Probability 8. Letter 1 pt 3 pts 10 pts 1 pt 1 pt 1 pt 1 pt 4 pts 4 pts 8 pts 4 pts 10 pts 0 pts 9. .08 .02 C 2 Q 1 01 D L04 R 6 E 12 4 .04 .12 S .02 .03 T 6 .04 .02 .02 .01 02 .01 .02 U 4 H .02 .09 .01 .01 .04 02 2 V 9. W J 1 1 K 1 Y 2 L 4 1 2 Blank 6. 1. Suppose we were to perform an experiment that consisted of drawing one tile from the bag, Answer the following questions for this particular experiment. (a) The sample space is all possible outcomes of a random phenomenon. Give the sample space for our experiment. 21 P: SA.B.C.D.E. F.G.H.I.J.K.L.M.N.O.P.O,R.S.T.U.V.W.X.Y.Z.blank? (b) If the outcomes are equally likely (i.e. every tile has the same chance of being selected), the probability of an event is defined by Number of outcomes in the event Total number of outcomes P(event):
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 4SE: What is the difference between events and outcomes? Give an example of both using the sample space...
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