Method of Moments | 2 Steps Approach | Examples
ฝัง
- เผยแพร่เมื่อ 22 ก.ย. 2024
- This lecture explains Method of Moments with 2 Steps approach and its illustrative examples
Other videos @DrHarishGarg
How to write H0 and H1: • How to Write Null and ...
Simple and Composite Hypothesis: • Simple and Composite H...
Type I and Type II Errors: • Type I and Type II Errors
Example of One Sample T-test: • One Sample t-Test & it...
Other Non-parametric tests
Sample Rank Correlation-Coefficient: • Sample Rank Correlatio...
Mann-Whitney U-test: • Mann Whitney U-Test wi...
Wilcoxon Signed-Rank Test: • Wilcoxon Signed-Rank T...
Sign Test: • SIGN TEST: Non-Paramet...
Sir, the integration of x^(-3) is wrong at 10:03
Yeah true,,it's
X^-2/-2
yeah its his mistake
10:06 integration of x^--3 will x^-2/-2
sir, f(x)={(3theta^3)/(x^4) for MM is theta=(2barX)/3
This explanation is nothing but AWESOME. Thank you Dr. Garg.
Many thanks dear... Keep watching and sharing
Thank you for putting many examples :)
You're very welcome! Thanks for comment and watching... Hope you can share with others too
perfect amount of examples
Thank you so much,I really find this very helpful 🙏
U r too good at explaining topics 👍🙏
Thnx alot
Dr Harish,can you kindly recommend textbooks on inference for a university student?
Excellent explanation sir🎉
Thank you for amazing explanation sir 🙏
Amazing explanation...👍
I think a mistake was done in integrating 1/x3. The answer is -1/x2 not -2/x4.
Sir Integration ki limits Samajh me nahi aayi .
Could you post for minimum chi square and modified minimum chi square?
thank you somuch sir
Explanation was wayy too fast...
why are you calling equation parameters as moments? arent the parameters the coefficients of the variables?
thanks sir
Sir please upload video on method of minimum chi square
Ok. Will try to upload
sir is this examples are enough to get good marks in any exams?? and your explanation is very good sir......
Yes... Thats are enough.
thank you sir@@DrHarishGarg
15:12 how the limit is 0 to infinity??? I think it is 0 to theta.... Am i correct
Yes you are correct, because value from theta to infinity is 0.
yes u are correct. the limit will be from 0 to theta because it is a uniform distribution and here we are using a as '0' and b as 'theta'. the limit of unifrom distribution is from a to b so as per the question the limit will be '0' to 'theta'.
😊
Sir can you share some vedio of CUET NTA statistics pg plzz 🙏
🥲 sir , sorry to say but aap Hindi m bhi to bol skte hai .....
Ye video phle upload ho gya hota to mai v pass ho gya hota
Problems
7:31
BAYES DECISION THEORY nxt topic
Baaki video and content kaafi acha hai
Thanks.
Classic