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Define the frequency f of a numeral (or letter) x in a string S, denoted fs(x), to be the mber of instances of that numeral (or letter) in the string. (E.g. faardvark(@) = 3). Let S be the string of numeric digits in your J-number. Write S here:_ For i = 0.8, define A = {x € 0.9| f5(x) = i }. State your sets A, through Ag below. (Note: a number of them may be empty.) A = A5 : A = Ag = Az A, = A3 Ag :=- A4 = Let P := {Ap, Aq,….., Ag} \ {{}. State your value of P here: P =. a) Find ~p. b) Is P e {{0,1,2,3, 4}, {5, 6, 7,8, 9}}? Why or why not? !! !! !!

Define the frequency f of a numeral (or letter) x in a string S, denoted fs(x), to be the mber of instances of that numeral (or letter) in the string. (E.g. faardvark(@) = 3). Let S be the string of numeric digits in your J-number. Write S here:_ For i = 0.8, define A = {x € 0.9| f5(x) = i }. State your sets A, through Ag below. (Note: a number of them may be empty.) A = A5 : A = Ag = Az A, = A3 Ag :=- A4 = Let P := {Ap, Aq,….., Ag} \ {{}. State your value of P here: P =. a) Find ~p. b) Is P e {{0,1,2,3, 4}, {5, 6, 7,8, 9}}? Why or why not? !! !! !!

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Define the frequency f of a numeral (or letter) x in a string S, denoted fs(x), to be the mber of instances of that numeral (or letter) in the string. (E.g. faardvark(@) = 3). Let S be the string of numeric digits in your J-number. Write S here:_ For i = 0.8, define A := {x € 0.9| fs(x) = i }. State your sets A, through Ag below. (Note: a number of them may be empty.) A, =- A5 :=- A, = A6 : A = A, : Az =. Ag =. A4 {Ao, Aq..,Ag} \ {{}. State your value of P here: P := Let P := a) Find ~p. b) Is P c {{0,1,2,3, 4}, {5, 6, 7,8, 9}}? Why or why not? !!
Transcribed Image Text:Define the frequency f of a numeral (or letter) x in a string S, denoted fs(x), to be the mber of instances of that numeral (or letter) in the string. (E.g. faardvark(@) = 3). Let S be the string of numeric digits in your J-number. Write S here:_ For i = 0.8, define A := {x € 0.9| fs(x) = i }. State your sets A, through Ag below. (Note: a number of them may be empty.) A, =- A5 :=- A, = A6 : A = A, : Az =. Ag =. A4 {Ao, Aq..,Ag} \ {{}. State your value of P here: P := Let P := a) Find ~p. b) Is P c {{0,1,2,3, 4}, {5, 6, 7,8, 9}}? Why or why not? !!
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