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Statistics Variable N N* Mean SE Mean StDev Minimum Q1 Median Q3 Maximum Weight 201 0 52.01 1.13 15.96 29.20 40.90 49.10 58.30 123.80 Calculate
Statistics
Variable | N | N* | Mean | SE Mean | StDev | Minimum | Q1 | Median | Q3 | Maximum |
Weight | 201 | 0 | 52.01 | 1.13 | 15.96 | 29.20 | 40.90 | 49.10 | 58.30 | 123.80 |
- Calculate the unbiased estimate for the mean (in kg) using sample data. Answer: 52.01
- Calculate the unbiased estimate for the standard deviation (in kg) using sample data. Answer: 15.96
- Given the proposed guideline for the maximum dosage in a 24-hour period for the new drug, the cutoff weight, in kilograms, necessary to avoid experiencing adverse symptoms is as follows. Minimum weight= 35kg, maximum weight= 90kg Assuming that your unbiased estimates for the population mean and standard deviation are accurate, calculate thez-scorefor this cutoff weight.
- Assuming that the population of weights of 12-year-old children in the US is normally distributed, use yourz-scorefrom the previous question to estimate the following. Estimate the proportion of 12-year-old children who would exceed125 mgof drug/kg of body weight when taking the maximum dose. Use maximum weight as a reference point for maximum dose.
- There are approximately four million 12-year-olds in the US. Approximately how many of them would be at risk of experiencing adverse symptoms if they took the max dose of the new drug?
I am given a data:
https://www.webassign.net/clstatsup1/weights.csv
IF YOU CAN PLEASE HELP ME!
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