can someone tell me if my answers to these probability problem is right? *posting
What is the probability that a given child has either malaria or sickle-cell? 0.596 What is the probability that a child has malaria given that the child has the sickle-cell trait? 0.066 What is the probability that a child has malaria given that the child doesn’t have sickle-cell? 0.346 True of False: "The events sickle-cell trait and malaria are not independent because knowing the sickle-cell status changes the probability of malaria." FALSE
And i believe ven. diagram 4 is right
venn 4 is correct, but how do we work the questions?
none of the answers to your questions appear to be good ... havent considered the true false yet
what is the basic solution to determining a probability?
.... and i do believe this question is messed up.
In all: 25% had sickle cell 34.6% had malaria 6.6% had both. it is generally regarded that the 6.6% is included both cases. but that is not how the venns have been constructed
otherwise this looks like it is meant to read as: In all: 25% had ONLY sickle cell 34.6% had ONLY malaria 6.6% had both.
so would it be a different ven diagram? like ven diagram 2?
@amistre64
no, the options for venns, 3 and 4 are drawn correctly, but only 4 adds up to 100%
the problem is in HOW they presented the information.
this is my instructors power point but it's not that useful https://eee.uci.edu/15f/37740/documents/stat8f15_04-ch9-10.pdf
so then are the rest of my answers correct then?
spose we have 5 kids, 2 have only red balloons, and 3 have red balloons and green balloons. in all, how many kids have red balloons? in all, how many kids have ONLY red balloons?
5 red and only 2 with only red balloons
so the information should be stating that 25% of the kids have sickle cell .... this would include those with both diseases as well, right?
venn4 assumes the information is stating "ONLY" but venn3 is not filled in correctly, at least not in a way that is not vague and amibiguous.
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