Data from Office on Smoking and Health, Centers for Disease Control and Prevention, indicate that 35% of adults who did not finish high school, 30% of high school graduates, 25% of adults who completed some college, and 14% of college graduates smoke. Suppose that one individual is selected at random and it is discovered that the individual smokes. Use the probabilities in the following table to calculate the probability that the individual is a college graduate. (Use picture) Probability =
@dan815
okay im here
I see that
:D thank you
what picture do they want
the attachment I put there
okay i see
@dan815 I just saw this underneath all of the text Hints: This problem has all the information you need, but not in the typical ready-to-use form. The table above can tell you the proportion of people with various levels of education in the population. Keep in mind that any degree (Associate, Bachelor, or Advanced) counts as graduating from college.
measure the true area
hehe dont need hint :P
haha okay. what do you mean measure the true area?
35% no high 30% high 25%some college 14%college ---------------------- total percentage of college students that smoke =0.14 * (total college students %) =0.14*(0.0849+0.1959+0.0975)
now u wanna know the chance that a person smoking is a college student?
that would be college smoker/ all smokers
its very similiar to the question u did before this one
so now its all of college smokers/ (0.0849+0.1959+0.0975+.1785+.3108+.0975)
not all of them smoke those are the distribution of the people
we want to see only the smokers from them
oh wait
35% no high 30% high 25%some college 14%college ---------------------- total percentage of college students that smoke =0.14 * (total college students %) =0.14*(0.0849+0.1959+0.0975) -------------------- Total smokers =0.35*0.0975 + 0.30* 0.3108 + 0.25*0.1785 + 0.14*(0.0849+0.1959+0.0975)
exactly what I was typing
haha
oh oops i didnt see the unemployed part
just add the numbers in unmployed in everywhere
kk
what about for the numerator?
@dan815 where do I add the unemployed?
its part of the total population
so do I add employed and unemployed together than multiple by the %
yes
okay one sec
it was correct :D
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