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863 results
In this video I have solved a problem on the topic of joint probability density function of random variables X and Y.
40,038 views
7 years ago
In this video I have solved a problem on conditional probability.
1,798 views
How to generate random values of a random variable using its probability density function.
1,470 views
9 years ago
Watch more tutorials in my Edexcel S2 playlist: http://goo.gl/gt1up This is the third in a sequence of tutorials about continuous ...
382,555 views
13 years ago
In this video I have found the PDF and CDF of a function of two continuous random variables.
2,036 views
In this video I have solved an example in which I found the expected value, second moment, variance, and the standard deviation ...
236 views
In this video I have solved an example of binomial random variable.
183 views
In this video I have solved a problem on Joint Cumulative Distribution function for random variables X and Y.
5,319 views
If a curve X has probability density function (pdf) `f(x)={{:(ax","0lexle1),(a","1lexle2),(3a-ax","2lexle3),(0",""otherewise"):}` Then, a is ...
18 views
5 years ago
Using Bayes Theorem to calculate conditional probabilities.
230 views
2 years ago
How are the pdf and the cdf of a continuous random variable related to each other?
1,814 views
The probability density function is nonnegative everywhere, and its integral over the entire space is equal to one. The terms ...
9 views
6 years ago
In this video, we define the expected value, or mean, of a continuous random variables and provide examples. This is lecture 24 ...
201 views
Illustrating a Random Variable; Distinguishing Between a Discrete and Continuous random Variable; Finding possible Values of a ...
32 views
4 years ago
Watch more tutorials in my Edexcel S2 playlist: http://goo.gl/gt1up This is the sixth in a sequence of tutorials about continuous ...
57,548 views
Maximum likelihood is a method of point estimation. This video covers the basic idea of ML.
316,788 views
8 years ago
In this video I have found the PDF of the sum of two random variables. i.e. the PDF of W=X+Y.
10,712 views
8,251 views
10 years ago
STA642 - Probability Distributions Topic053 - Moments - concept by Dr. Saleha Naghmi.
323 views
Week 3: Lecture 12: Joint Distribution of RVs and Marginal densities.
1,175 views