Question

In: Statistics and Probability

Smoking Status            Lung Cancer         No Lung Cancer Total            Yes  &n

Smoking Status

           Lung Cancer

        No Lung Cancer

Total

           Yes

            100

          300

              400

           No

            500

          500

             1000

  1. Calculate the risk of developing lung cancer among the exposed group
  2. Calculate the risk of developing lung cancer among the unexposed group
  3. Calculate the risk ratio of the exposed group when compared to the unexposed group
  4. Calculate the odds of developing lung cancer among the diseased group
  5. Calculate the odds of developing lung cancer among the non- diseased group
  6. Calculate the exposure odds ratio
  7. Interpret the exposure odds ratio

Solutions

Expert Solution

Smoking Status Lung Cancer No Lung Cancer Total Cumulative Incidence
Yes 100 300 400 25%
No 500 500 1000 50%
Total 600 800 1400 43%

a) Calculate the risk of developing lung cancer among the exposed group=100/(100+300)=100/400=0.25=25%

b) Calculate the risk of developing lung cancer among the unexposed group=500/(500+500)=500/100=0.5=50%

c) Calculate the risk ratio of the exposed group when compared to the unexposed group

The risk ratio is simply the ratio of these two risks=risk of developing lung cancer among the exposed group/risk of developing lung cancer among the unexposed group= 25/50=1/2=0.5

Thus, smoker were 0.5 times as likely to develop lung cancer as those who donot smoke.

d) Calculate the odds of developing lung cancer among the diseased group

odds(exposure) =(100/300)=100/300=1/3=0.333

e) Calculate the odds of developing lung cancer among the non- diseased group

odds(Non-exposure)=(500/500)=1

f) Calculate the exposure odds ratio=odds(exposure)/odds(Non-exposure)=(100/300)/(500/500)=1/3=0.333

g) exposure odds ratio is less than 1.0 means that the odds of exposure among lung cancer is lower than the odds of exposure among no lung cancer. The exposure may be protective against the disease.


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