1.a) Quantitative and discrete
b)Qualitative and ordinal( as order doesn't matter here)
c)Quantitative and continuous(as time can be 20.43 mins)
d) Quantitative and continuous
e) Qualitative and nominal (as order matters)
2.a)This is an observational study.In this type of study, the
researcher relies more on data collected.
In observational study, the researcher just observes what has
happened in the past and what is happening now and draws
conclusions based on these data. But in experiments, the researcher
observes things through various studies.
b) Conclusions based on observational study are not good especially due to the problem of lurking variables.For example: There might be some other reasons like Smoking,Being overweight or obese,Lack of physical activity,Too much salt in the diet,Too much alcohol consumption (more than 1 to 2 drinks per day),Stress,Older age,Genetics, Familyhistory of high blood pressure which or not included in the study and can effect the result greatly.
3. Sample mean= (0+5+6.5+7+7+7.5+8+8+9+10)/10 =6.8
Sample variance=((0-6.8)2+(5-6.8)2+(6.5-6.8)2+.....+(10-6.8)2/10 = 68.5716/10 = 6.85716
Sample standard deviation=√(6.86716) = 2.6186179
Median: Since we have even numbers of observations
So median is average of middle two numbers i.e.
(7+7.5)/2 = 7.25
Range :10-0 = 10.
1. For each of the following random variables, determine whether the variable is quantitative or qualitative....
A health care professional wants to determine whether individuals with hypertension who take Atenolol have significantly lower systolic blood pressure than individuals with hypertension who do not take Atenolol. For individuals who have not been prescribed Atenolol, the population systolic blood pressure mean is 165 (µ = 165). The 234 individuals who take Atenolol have an average systolic blood pressure of 147, with a sample standard deviation of 8.47. On the basis of these data, can the researcher conclude that...
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A health care professional wants to determine whether individuals with hypertension who take Atenolol have significantly lower systolic blood pressure than individuals with hypertension who do not take Atenolol. For individuals who have not been prescribed Atenolol, the population systolic blood pressure mean is 168 (µ = 168). The 30 individuals who take Atenolol have an average systolic blood pressure of 107, with a sample standard deviation of 11. On the basis of these data, can the researcher conclude that...
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