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An Over-The-Counter Drug Manufacturer Wants to Examine the Effectiveness of a New

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An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. The variables are Effectiveness = the response variable measured on a scale from 0 to 100, Age = the age of a patient (in years) , Drug = a dummy variable that is 1 for the new drug and 0 for the old drug. The regression model, Effectiveness = β<sub>0</sub> + β<sub>1</sub>Age + β<sub>2</sub>Drug + β<sub>3</sub>Age × Drug, , is estimated and the following results are obtained. Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient? A) 21.08 B) 64.48 C) 68.12 D) 70.66 An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. The variables are Effectiveness = the response variable measured on a scale from 0 to 100, Age = the age of a patient (in years) , Drug = a dummy variable that is 1 for the new drug and 0 for the old drug. The regression model, Effectiveness = β<sub>0</sub> + β<sub>1</sub>Age + β<sub>2</sub>Drug + β<sub>3</sub>Age × Drug, , is estimated and the following results are obtained. Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient? A) 21.08 B) 64.48 C) 68.12 D) 70.66 An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. The variables are Effectiveness = the response variable measured on a scale from 0 to 100, Age = the age of a patient (in years) , Drug = a dummy variable that is 1 for the new drug and 0 for the old drug. The regression model, Effectiveness = β<sub>0</sub> + β<sub>1</sub>Age + β<sub>2</sub>Drug + β<sub>3</sub>Age × Drug, , is estimated and the following results are obtained. Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient? A) 21.08 B) 64.48 C) 68.12 D) 70.66 An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. The variables are Effectiveness = the response variable measured on a scale from 0 to 100, Age = the age of a patient (in years) , Drug = a dummy variable that is 1 for the new drug and 0 for the old drug. The regression model, Effectiveness = β<sub>0</sub> + β<sub>1</sub>Age + β<sub>2</sub>Drug + β<sub>3</sub>Age × Drug, , is estimated and the following results are obtained. Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient? A) 21.08 B) 64.48 C) 68.12 D) 70.66 The variables are Effectiveness = the response variable measured on a scale from 0 to 100,
Age = the age of a patient (in years) ,
Drug = a dummy variable that is 1 for the new drug and 0 for the old drug.
The regression model, Effectiveness = β0 + β1Age + β2Drug + β3Age × Drug, , is estimated and the following results are obtained. An over-the-counter drug manufacturer wants to examine the effectiveness of a new drug in curing an illness most commonly found in older patients. Thirteen patients are given the new drug and 13 patients are given the old drug. To avoid bias in the experiment, they are not told which drug is given to them. To check how the effectiveness depends on the age of patients, the following data have been collected. The variables are Effectiveness = the response variable measured on a scale from 0 to 100, Age = the age of a patient (in years) , Drug = a dummy variable that is 1 for the new drug and 0 for the old drug. The regression model, Effectiveness = β<sub>0</sub> + β<sub>1</sub>Age + β<sub>2</sub>Drug + β<sub>3</sub>Age × Drug, , is estimated and the following results are obtained. Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient? A) 21.08 B) 64.48 C) 68.12 D) 70.66 Which of the following is the predicted effectiveness of the old drug for a 62-year-old patient?

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