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It is something of an aphorism amon
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54 4. PROBABILITY THEORY the flippi
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56 4. PROBABILITY THEORY There is o
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58 4. PROBABILITY THEORY Sometimes,
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60 4. PROBABILITY THEORY Venn diagr
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62 4. PROBABILITY THEORY A ∩ B, w
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64 4. PROBABILITY THEORY The final
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66 4. PROBABILITY THEORY 4.2. Condi
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68 4. PROBABILITY THEORY nor are {1
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70 4. PROBABILITY THEORY In fact, l
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72 4. PROBABILITY THEORY FACT 4.3.8
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74 4. PROBABILITY THEORY addition,
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76 4. PROBABILITY THEORY FACT 4.3.1
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78 4. PROBABILITY THEORY If X is a
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80 4. PROBABILITY THEORY Let’s ma
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82 4. PROBABILITY THEORY One nice t
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84 4. PROBABILITY THEORY In order t
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86 4. PROBABILITY THEORY What we kn
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88 4. PROBABILITY THEORY EXERCISE 4
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90 4. PROBABILITY THEORY EXERCISE 4
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92 5. BRINGING HOME THE DATA guidel
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94 5. BRINGING HOME THE DATA Simila
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96 5. BRINGING HOME THE DATA The ha
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98 5. BRINGING HOME THE DATA Note a
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100 5. BRINGING HOME THE DATA and s
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102 5. BRINGING HOME THE DATA 5.2.5
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104 5. BRINGING HOME THE DATA 5.3.
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106 5. BRINGING HOME THE DATA In th
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Part 3 Inferential Statistics
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CHAPTER 6 Basic Inferences The purp
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6.1. THE CENTRAL LIMIT THEOREM 113
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6.2. BASIC CONFIDENCE INTERVALS 115
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6.3. BASIC HYPOTHESIS TESTING 117 6
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6.3. BASIC HYPOTHESIS TESTING 119 N
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6.3. BASIC HYPOTHESIS TESTING 121 M
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The two hypotheses then are 6.3. BA
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EXERCISES 125 Exercises EXERCISE 6.
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Bibliography [Gal17] Gallup, Presid
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130 INDEX causation, 46 center of a
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132 INDEX population standard devia