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CSIR-UGC NET - Mathematical Expectation & Its Properties Concepts Explained on Unacademy
Understand the concept of Mathematical Expectation & Its Properties with CSIR-UGC NET course curated by
Pankaj Kumar on Unacademy. The Mathematical Sciences course is delivered in Hindi.
Pankaj Kumar on Unacademy. The Mathematical Sciences course is delivered in Hindi.
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Team P Statistics Tutorials !
Turn your dream of *UPSC ISS* into reality with *P Statistics Tutorials*
*New Batch is starting on 15 July for UPSC ISS-2024*
visit us : pstatisticstutorials.in
Cont-: @8574270238
Best quality at most affordable fees by Best Qualified Teacher of India.
For Regular Online Classes - *UPSC ISS-2024 * "Sankalp Batch" is their. Fee for Complete Course is 40500**.
👉 *_25% Discount For First 100 Students_*
*UPSC ISS-2024 "Sankalp Batch"
benefits:*
1. Class timing-: *07:00 PM to 11:00 PM*
*2. Online live lectures of full course*
3. Full HD recorded video of full course
*4. You can ask doubt anytime*
5. Live discussion class of each test
*6. Questions practice set regularly*
7. Live discussion class of practice set
*8. One-to-one mentorship | _24 x 7_ WhatsApp Support*
9. Online live lectures of crash course of full syllabus
*10. Full HD recorded video of UPSC ISS-2024 Batch only*
11. Test series and discussion available
*12. Live discussion class of each test*
13. Live Previous year discussion
Team P Statistics Tutorials !
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👍1
Forwarded from Pankaj Kumar
✍Today poll question
Q. Xi(i=1,2,...,n) be random sample drawn from U(0, a), then which of the following is correct?
Q. Xi(i=1,2,...,n) be random sample drawn from U(0, a), then which of the following is correct?
Anonymous Quiz
10%
(a) Unbiased estimator for parameter a is unique.
15%
(b) Consistent estimator for parameter a is unique
32%
(c) Both unbiased and consistent estimator for parameter a are unique
42%
(d) Neither Unbiased nor consistent estimator for parameter a are unique.
UPSC ISS-2023| Paper Analysis| Statistics-II (Linear Model)| By-Pankaj Sir
https://youtu.be/k0HO22zalBE
https://youtu.be/k0HO22zalBE
YouTube
UPSC ISS-2023| Paper Analysis| Statistics-II (Linear Model)| By-Pankaj Sir
#UPSCISS2023 #PaperAnalysis #STIILinearModel #ByPankajSir
In this Session we are going to discuss paper analysis of UPSC ISS-2023 Statistics-II (Linear Model).
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In this Session we are going to discuss paper analysis of UPSC ISS-2023 Statistics-II (Linear Model).
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Forwarded from Vineet
Hello Aspirants,
Are you preparing for Statistics? Submit your response through Google form 👇according to your exam preparation in present or future, so that we can get in touch and guide you in right direction.
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Are you preparing for Statistics? Submit your response through Google form 👇according to your exam preparation in present or future, so that we can get in touch and guide you in right direction.
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Click the link above 👆to know more
✍Today poll question
Q. A Statistic whose distribution free from parameter is known as
Q. A Statistic whose distribution free from parameter is known as
Anonymous Quiz
68%
(a) Ancillary Statistic
5%
(b) Minimal Statistic
20%
(c) Sufficient Statistic
7%
(d) Incompetent Statistic
❤1
✍Today poll question
Q. Let X~U(0, 1), then Y=-2ln X has distribution
Q. Let X~U(0, 1), then Y=-2ln X has distribution
Anonymous Quiz
24%
(a) Exp(1)
13%
(b) Gama(1, 1)
50%
(c) Chi-square with 2 d.f.
13%
(d) Chi-square with 1 d.f.
✍Today poll question
Q. Let X, Y are two iid rv's each having Exp(1), then the rv U=X-Y has distribution
Q. Let X, Y are two iid rv's each having Exp(1), then the rv U=X-Y has distribution
Anonymous Quiz
61%
(a) Lap(0, 1)
9%
(b) N(0, 1)
19%
(c) U(0, 1)
11%
(d) Exp(2)
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✍Today poll question
Q. Let X and Y are two independent RV's each having Exp(1), then E[1/(X+Y)] is equal to
Q. Let X and Y are two independent RV's each having Exp(1), then E[1/(X+Y)] is equal to
Anonymous Quiz
36%
(a) 2
44%
(b) 1
12%
(c) 3
8%
(d) 0