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System Reliability Theory: Models, Statistical Methods, and Applications (Wiley Series in Probability and Statistics) Book Reviews from YouTube

Book Review || Statistical Methods || Dr. S. P. Gupta
Best Three Book for Probability and Statistics | B. Sc. Mathematics
Reliability theory part 1(Statistics)For Csir net mathematical science,Set,Gate,IIT JAM,ISS, IFS etc
[PROBLEM] System Reliability Calculation ! how to calculate reliability of a system
Tq
Hello sir how can we download book pdf
Is this edition readable? I bought a lower version some years back in Kenya but I could not read as the book is too thick, to view the inner writings. Why couldn't Dr. Gupta not make the width wider?
Sir, Amazon par toh price 695 dikha raha hai...Sir please reply
Sir mai bca first sem me hu to ye book mereliye perfect hai kya
Nice explain ,
Sir statistics book suggest please
Which is best ? Sc gupta Fundamentals of statistics from himalya publication or Sp gupta statistic method ? For Machine learning/ Artificial intelligence ? Please let me know.
Sir competition ke liye statistics ki book hindi me bataiye
Sr for msc
Please bsc 6th semester start kro sir
Legend of math concepts
Sir hindi me bhi mil jaygi kya statistics ki book
Sir statics pe bhi video upload kijiye please
Which book will be best for Gate statistics subject?
Teacher please can you answer me this question
Test paper of Probability and Statistic Bfor 2021 Foreign Students1. (score:20) Please give the definition of Probability of event A from the point of statistics and the point of Axiomatic2.(score:15)IfP(A)=1/5,P(B)=1/4, and p(AB)=3/20, please calculate P(BA) and P(A U B)3. (score:15)Please give the definition for continuous random variableand give the explanation of the geometric meaning between distribution function and probability density function.4. (score:15)Dating Problem : Romeo and Juliet have a date at and eachof them will arrive between time 12 o" clock and 13 o clock , with all pairs of arrival being equally likely. The first to arrive will wait for 30 minutes and will leave if the other has not yet arrived. What is the probability that they will dating successfully?5. (score:15)IFA and B are independent, please prove B and A are independent.6. (score:15)IF Xis a discrete random variable with Probability massfunction as P(X=2)=0.4,P(X=1)=0.1P(X=-1)=0.3, P(X=-3)=0.2,And denote the distribution of X as F(x), please calculate F(2.5),F(3.5) and E(X)Var(2X)7 (score:20) suppose that X obey Normal distribution with parameter u= 60,o =20, please calculate P(X>80)(Note: (1)=0.8413, where (x)is the standary normal distribution function take value at x)
Hello sir
Pdf link?
Sir ek video IIT Jam se related banaiye n jisme sara chij ho ki kon kon se step follow karna hai, kese uska pripration karna hai, Exam ko kese crack karna hai
Sir online kis Tara mil shkata ha
Sir ye books Pakistan ma nai ha
Sir if you have pdf of abstract algebra by goyal gupta, or a r vasishtha ,complex analysis by a r vasishtha linear algebra by Krishna publication etc. Please send me it will be your great mercy
Sir..ye 3 books bsc 3rd year ke liye atcha hain na?
Sir link send kr dain agr ap k pss in books ky Pdf hain, please.
Msc ke liye be yeah thkk raheage kya
Good
Bahut khoob mahesh bhai
Superb bhai
It's very helpful to us
Very informative. Best of luck mahesh
Subscribe yese hi math padate rho
Excellent brother..
Keep it up
Nice mahesh sir
Very nice Sir esialy explain
Nice to meet you
Answer is 0.85
Thank you mam.......From Charda Punjab.....
thanks
Good explanation.Now I understood the calculation of reliability. Please explain the term reliability? finally what this value 0.98 indicates? can anyone elaborate please?
Great
Thanks a lot mam
Now i have no doubtNow i can slove questions easily
You are doing a great job with limited sources
Love you mam
Please solution the equationWhat is the difference between treatment of repair for reliability and availability analysis?...Construct a Markov chain and write a transition matrix for self-purging 1 redundancy with 3 modules, for the cases listed below. For all cases, assume that the component's failures are independent events and that the failure rate of each module is . For all cases, simplify state transition diagrams as much as you can.(a) Do reliability evaluation, assuming that the voter and switches are per fect and no repairs are allowed.(b) Do reliability evaluation, assuming that the voter can fail with the failurerate the switches are perfect, and no repairs are allowed.(c) Do reliability evaluation, assuming that the voter and switches are perfect and repairs are allowed. Assume that each module has its ownrepair crew (i.e. that the component's repairs are independent events)and that the repair rate of each module is u. (d) Do availability evaluation, assuming that the voter and switches are perfect and repairs are allowed. Assume there is a single repair crew for all modules that can handle only one module at a time and that the repair rate of each module is u
Thank you so much it is much clear
Nice explanation mam,,, but there is a small mistake while solving series and parallel,,overall video is superb,,
R(t) = Probability Of Occuring ; ( 1- R(t) ) > Probability Of Not Occuring ; Is System Has A , B , C Three Components In Parallel , Sysytem Will Not Work If All 3 Components Are Not Working So That's Why { (1 - R(A)) (1 - R(B)) (1-R(C)) } ,,, So What Is The Probability Of System Working [1 - {(1- R(A)) (1- R(B)) (1-R(C)) }] ,,,, That's The Way Formula Come ... " Formula Yesa Hain " Bolne Se Kam Neh Chalta ,,, Isliye Education System Ka Ye Hal Hain ,,, Pehele Jano Ki Formula Yesa Kyu Hain Taki Ratna Na Pare ... Thank You .... I am sorry to dislike this video
How to calcuate if the the components form triangle and attatched to square.
What the hell is she saying
Please check the problem there is serious error.
Ma'am if the que is derive the system reability ? Then this much of ans is sufficient ah?
your answer is wrong right answer is 0.8524
A B. C are not in series Bro
A and B are sseriel and both are parallel to D and then the total is became a seriel that shall be rectified after all overally its good

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