Respuesta :
Answer:
Kindly check explanation
Step-by-step explanation:
Given the data :
Minimum 80
Quartile 1 (Q) 215
Median 335
Quartile 3 (Q3) 380
Maximum 440
Population IQR
IQR = Q3 - Q1 = 380 - 215 = 165
A.)
Dot at 240
The dot plot shows the sample distribution of interquartile range, hence, all the points on the plot represents the interquartile range for 50 different samples.
Hence, the dot at 240 represent the interquartile range value of one of the 50 sample distributions.
B.)
According to the sampling distribution chart, the graph form a bell shaped curve and loos fairly symmetric, hence we could conclude thatvthe mean IQR of the sampling distribution is about 165.
Since population IQR is also 165 ; we can conclude that sampling distribution OF IQR is an unbiased estimator of population IQR.
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In this exercise we have to use the knowledge of statistics to estimate a population, in this way we can say that:
A)At 240 show the interquartile range worth of individual of the 50 sample distributions.
B)Since inhabitants of a place IQR is in addition to 165 ; we can decide that sampling classification OF IQR exist an unbiased estimator of inhabitants of a place IQR.
Given the data :
- Minimum: 80
- Quartile 1 (Q): 215
- Median: 335
- Quartile 3 (Q3): 380
- Maximum: 440
- Population IQR: 165
A) So by setting our first stat point at 240, we can say that:
The dot plot shows the sample allocation of interquartile range, therefore, all the points in contact the plot show the interquartile range for 50 various samples.
B)According to the try classification chart, the graph form a signaling object or sound form curve and loos justly symmetric, therefore we preserve fruit decide that the mean IQR of the taste distribution exist about 165.
See more about statistics at brainly.com/question/10951564