The table below gives the individual IQ scores of selected population (with N = 40). The IQ scores 2 range between 75 and 148. The true population mean (µ) is equal to 110, population variance (o) is equal to 22.4 and population standard deviation (6) is equal to 503. Let assume that as a researcher you want to prove that estimated variance term may not arise as unbiased estimates of the true population variance value. Please give a proof drawing random samples with n=6 and provide a clear explanation for your finding. 75 76 78 80 83 87 90 91 92 92 05 05 06 08 100 102 102 104 106 106

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The table below gives the individual IQ scores of selected population (with N = 40). The IQ scores
range between 75 and 148. The true population mean (µ) is equal to 110, population variance (6)
is equal to 22.4 and population standard deviation (0) is equal to 503. Let assume that as a
researcher you want to prove that estimated variance term may not arise as unbiased estimates of
the true population variance value. Please give a proof drawing random samples with n=6 and
provide a clear explanation for your finding.
75 76 78
95 95
106 | 107 108| 108 110 112 | 112 115 || 116 | 117
119 | 120 120 125 | 125 126| 127 128 | 130 130
132 133 34
80 83 87 90 91 92 92
96
98
100 102 102 104 | 106 | 106
137 139 | 140 | 142 | 143 145 148
Transcribed Image Text:The table below gives the individual IQ scores of selected population (with N = 40). The IQ scores range between 75 and 148. The true population mean (µ) is equal to 110, population variance (6) is equal to 22.4 and population standard deviation (0) is equal to 503. Let assume that as a researcher you want to prove that estimated variance term may not arise as unbiased estimates of the true population variance value. Please give a proof drawing random samples with n=6 and provide a clear explanation for your finding. 75 76 78 95 95 106 | 107 108| 108 110 112 | 112 115 || 116 | 117 119 | 120 120 125 | 125 126| 127 128 | 130 130 132 133 34 80 83 87 90 91 92 92 96 98 100 102 102 104 | 106 | 106 137 139 | 140 | 142 | 143 145 148
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