Consider the idea of a sampling distribution in the case of a very small sample from a very small population. The population is 10 students in a certain class: Student 1 3 8. 6. Weight 136 99 118 129...


Consider the idea of a sampling distribution in the case of a very small sample from a<br>very small population. The population is 10 students in a certain class:<br>Student<br>1<br>3<br>8.<br>6.<br>Weight<br>136<br>99<br>118<br>129<br>125<br>170<br>130<br>128<br>120<br>147<br>The mean weight in pounds u in this population is the parameter of interest.<br>la) What does the random variable (X) represent?<br>1b) Finish filling in the frequency distribution table:<br>Counts (Frequency)<br>90-109.9<br>1<br>110-129.9<br>130-149.9<br>150-169.9<br>170-179.9<br>Total: 10<br>1c) Draw a histogram that shows the population distribution of X. (Label the<br>horizontal and vertical axis.)<br>1d) Find the population mean u.<br>

Extracted text: Consider the idea of a sampling distribution in the case of a very small sample from a very small population. The population is 10 students in a certain class: Student 1 3 8. 6. Weight 136 99 118 129 125 170 130 128 120 147 The mean weight in pounds u in this population is the parameter of interest. la) What does the random variable (X) represent? 1b) Finish filling in the frequency distribution table: Counts (Frequency) 90-109.9 1 110-129.9 130-149.9 150-169.9 170-179.9 Total: 10 1c) Draw a histogram that shows the population distribution of X. (Label the horizontal and vertical axis.) 1d) Find the population mean u.

Jun 04, 2022
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