one hundred adults who had their Type 1 or Type 2 diabetes were selected to determine if the inhalable version of insulin is able to manage blood sugar levels just as swell as injected insulin. The...


one hundred adults who had their Type 1 or<br>Type 2 diabetes were selected to determine if<br>the inhalable version of insulin is able to<br>manage blood sugar levels just as swell as<br>injected insulin. The adults uses the inhaler for<br>3 months and then their blood sugar levels<br>were recorded. Then they uses the injection<br>for 3 months and then their blood sugar levels<br>were also recorded. If we want to test if there<br>is a difference in average blood sugar levels<br>using the two methods.<br>Which inference procedure should we use<br>[Hint: test statistics ]?<br>O A. None of these<br>O B. Confidence interval about the<br>population mean of the secondgroup<br>C. t-test about the difference between two<br>means for independent samples.<br>O D. t-test about the mean difference for<br>paired samples.<br>O E. Confidence interval about the population<br>mean of the first group<br>

Extracted text: one hundred adults who had their Type 1 or Type 2 diabetes were selected to determine if the inhalable version of insulin is able to manage blood sugar levels just as swell as injected insulin. The adults uses the inhaler for 3 months and then their blood sugar levels were recorded. Then they uses the injection for 3 months and then their blood sugar levels were also recorded. If we want to test if there is a difference in average blood sugar levels using the two methods. Which inference procedure should we use [Hint: test statistics ]? O A. None of these O B. Confidence interval about the population mean of the secondgroup C. t-test about the difference between two means for independent samples. O D. t-test about the mean difference for paired samples. O E. Confidence interval about the population mean of the first group

Jun 06, 2022
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