sTATS mOCK qUESTION

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gayathri devi

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Nov 16, 2020, 2:32:03 PM11/16/20
to Discussion forum for Statistics for Data Science I
Table S.2 shows the outcomes obtained in 250 rolls of a die 



HOW COME THE MEDIAN BE FOUR . PLEASE EXPLAIN

Vinayak Kumar

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Nov 16, 2020, 2:52:48 PM11/16/20
to gayathri devi, Discussion forum for Statistics for Data Science I
first you find out all the relative frequencies given, you will get a equation as x+z=95
then find out second eqn given in the ques that is difference x-z=15
solve both the eqn 
get the values 
now u know median is the middle most value or using formula for even no. of observations
you will get 125th and 126th observation
now count the frequency in the table you will get 125th obs in 4 rolled dice number.


On Tue, Nov 17, 2020 at 1:02 AM gayathri devi <aditi...@gmail.com> wrote:
Table S.2 shows the outcomes obtained in 250 rolls of a die 



HOW COME THE MEDIAN BE FOUR . PLEASE EXPLAIN

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Ravi Kiran

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Nov 16, 2020, 7:15:50 PM11/16/20
to Discussion forum for Statistics for Data Science I, kvinay...@gmail.com, Discussion forum for Statistics for Data Science I, gayathri devi
Kvinay,

can you please do it on paper and show it please?
I also got the same doubt

gayathri devi

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Nov 16, 2020, 9:19:00 PM11/16/20
to Discussion forum for Statistics for Data Science I, b.ravikir...@gmail.com, kvinay...@gmail.com, Discussion forum for Statistics for Data Science I, gayathri devi
Difference between two relative frequency ie. X/250 - 60/250. Solving we will get 15. 
Ie. X =60+15. X= 75.
Please let me know if the above is correct. 

gayathri devi

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Nov 16, 2020, 10:13:54 PM11/16/20
to Discussion forum for Statistics for Data Science I, gayathri devi, b.ravikir...@gmail.com, kvinay...@gmail.com, Discussion forum for Statistics for Data Science I
@Vinay, Sorry, I got the question wrong. i assumed the value as 6 instead of 5
Thanks

Vinayak Kumar

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Nov 17, 2020, 3:16:51 AM11/17/20
to gayathri devi, Discussion forum for Statistics for Data Science I, b.ravikir...@gmail.com
here is solution
WhatsApp Image 2020-11-17 at 1.44.58 PM.jpeg
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