Test for Goodness of Fit - Problem 1 - Chi Square Test - Engineering Mathematics 4
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- čas přidán 20. 07. 2024
- Subject - Engineering Mathematics - 4
Video Name - Test for Goodness of Fit - Problem 1
Chapter - Chi- Square Test
Faculty - Prof. Farhan Meer
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#TestforGoodnessofFitProblem1
#ChiSquareTest
Absolute Masterpiece
Very clear explanation👌
Thank you sir 😊... I'm from Assam... I'm Bsc Last year,,,I can get improtant formula
how will we be able to find expected frequency if it is not mentioned that it is uniformly distributed?
Thank you sir ❤❤❤
Thank you my dear teacher.❤❤❤❤❤❤
Thank you sir
after seeing previous year question paper question, from 2 hour I was searching which test/formula to use for the given question 🤣 went from t-test, f-test, z-test , p=test & combination & permutation & here in the video initial stage itself you're saying there is no need to get confused🤣exam kal he.....lagtha he zindgi confusion me nikal jayega🤣
b/w
Thanks a lot for this video❤
us hogya
Pata nahi kaha kaha gaya kuch samaj ni aaaya , collage ma bhi kuch samaj ni aya apne sab acha se samjha dia
Thank u sir
Crystal clear
Awesome
Good masterpiece
how do we take average number from expected frequency?
Great 👏
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Good explanation🔥🔥🔥
sir aapko elaichi kela pasand hai ki saada wala?
Abe BC! Yeh kaisa sawal hi phuch raha hai😅
3.875
Very nice explanation sir 🎉
Thx Sir
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no body is talking about what if the observed frequency is zero
Tq so much
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Master
Why did you use 16? Where you got it from?
It's Avg
how did you get 12.592
A chai square table will be provided. In the table you have to find the 6th row (6 is DOF=n-1) and (L.O.S-level of significance)0.05 column or it may be reciprocal
From where we got 12.592
From Chi Square Table
Chi square table.
From table of chi square, in exam they will provide you or you can download it.
👍
tera bhi kal exam hai kya😂
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@@Baka-Boi haan bhai tha exam us din 😂
But the calculation part where. -2 is sqare should rwsult to -negetive
U stupid or something?
12.59 how??
1-alpha for X²
@@Okoth_offial bhai ab to pass bhi ho gya...btw thnnxx
The value of degree of freedom (6) from chi square table
Thank you sir