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A Drug Company Developed a Honey-Based Liquid Medicine Designed to Calm

Question 46

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A drug company developed a honey-based liquid medicine designed to calm a childʹs cough at night. To test the drug, 105 children who were ill with an upper respiratory tract infection were
Randomly selected to participate in a clinical trial. The children were randomly divided into three
Groups - one group was given a dosage of the honey drug, the second was given a dosage of
Liquid DM (an over-the-counter cough medicine) , and the third (control group) received a liquid
Placebo (no dosage at all) . After administering the medicine to their coughing child, parents rated
Their childrenʹs cough diagnosis as either better or worse. The results are shown in the table below:  A drug company developed a honey-based liquid medicine designed to calm a childʹs cough at night. To test the drug, 105 children who were ill with an upper respiratory tract infection were Randomly selected to participate in a clinical trial. The children were randomly divided into three Groups - one group was given a dosage of the honey drug, the second was given a dosage of Liquid DM (an over-the-counter cough medicine) , and the third (control group) received a liquid Placebo (no dosage at all) . After administering the medicine to their coughing child, parents rated Their childrenʹs cough diagnosis as either better or worse. The results are shown in the table below:    In order to determine whether the treatment group is independent of the coughing diagnosis, a two-way chi-square test was conducted. Use the chi-square distribution to determine the rejection region for this test when testing at  \alpha = 0.025 . A)  Reject  \mathrm { H } _ { 0 }  if  \chi ^ { 2 } > 7.37776  B)  Reject  \mathrm { H } _ { 0 }  if  \chi ^ { 2 } > 7.81473  C)  Reject  \mathrm { H } _ { 0 }  if  \chi ^ { 2 } > 5.99147  D)  Reject  \mathrm { H } _ { 0 }  if  \chi ^ { 2 } > 9.34840

In order to determine whether the treatment group is independent of the coughing diagnosis, a two-way chi-square test was conducted. Use the chi-square distribution to determine the rejection region for this test when testing at α=0.025\alpha = 0.025 .


A) Reject H0\mathrm { H } _ { 0 } if χ2>7.37776\chi ^ { 2 } > 7.37776
B) Reject H0\mathrm { H } _ { 0 } if χ2>7.81473\chi ^ { 2 } > 7.81473
C) Reject H0\mathrm { H } _ { 0 } if χ2>5.99147\chi ^ { 2 } > 5.99147
D) Reject H0\mathrm { H } _ { 0 } if χ2>9.34840\chi ^ { 2 } > 9.34840

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