CONTINUOUS RANDOM VARIABLE - PMF, PDF, MEAN, VARIANCE & SUMS
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- Опубліковано 16 бер 2017
- 𝗗𝗢𝗪𝗡𝗟𝗢𝗔𝗗 𝗦𝗵𝗿𝗲𝗻𝗶𝗸 𝗝𝗮𝗶𝗻 - 𝗦𝘁𝘂𝗱𝘆 𝗦𝗶𝗺𝗽𝗹𝗶𝗳𝗶𝗲𝗱 (𝗔𝗽𝗽) :
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1:19 this animation make me high...😵
Thank you for this explanation, it was extremely helpful! Hopefully my classmates think so too
would you please explain about the mean of continuos random variable?
Summation of[ f(x).x.dx]=mean of continuos random variable.
But how did we get this formula?
Is this actually mean of continuos random variable?
Please explain.
Sir,simply superb...
A continuous distribution
f(x)=(3+x )²/16 -3
Thank you so much for your valuable teaching
I learned more from the ads of this video than the video itself .
thank you so much sir
Bro integration bhi samja dete to kya jata
Hi , what if instead of a range for x , we had x equal or greater than 1 . How do we integrate that ? Thanks
then we will take the range 1 to infinite while integrating the problem
how did you find the value of k in question 2 . can u break and show
By substituting 0 n 3 in equation 27k/3=1
9k=1
K=1/9
Thankyou so much its was very helpful in my revision
very simple explanation ...keep doing well
Ty 😄😊
Thanks Sir... 😀😀
Dout Clear..!! 🙏🙏
These topics are highly beautiful to learn idk why college teachers ruin em and make em boring. Anyway nice video bhai
Bcoz they dont want to teach😂
Thank you so much sir for this wonderful video thank you so much
Thank you soo much sir 🙏🙏 well teaching
Thanks!
mean and expectation same hota hai kya ??
To the point video one of the best
I understand that from neg infinity to positive infinity the summation is one but how is it possible between 0 and 3
that is for a range undefined function,in here the range of function is given
Please explain the second problem in more detail. The integral of kx^2e^-x is a difficult one and i can't seem to end up at two.
use u*v formula
Integration by parts
Rip our both maths...
Thnku so much sir 🙏
SUperb brother.....
Plz help .I want to about moment ,.
Subscribed 👌 thnqq✌
Excellent video
*_All is well..._*
Where is next lecture.
Sir, e to the power infinity kya hota hai...
Infinity clearly
thank you
how did u come up with function f(x) = kx2??
THAT IS QUESTION!!
f(x)=kx^2
yes why that equation? Does that equation represent something. Like a normal distribution uses equation: f(x)=e−(x−μ)2/(2σ2)σ2π√
NO!!!
It is just a random example , to show you how to find various parameters .
+oldmonk 99
No it's just a normal plot ..
Not some standard graph
OK! I though that equation represents some distribution
I like it 😊 thankyou sir
Sir please try to explain Clearly , how to calculate (K) value, I think u now that but we don't know . Same as mean & variance also.😔😔
great thanx sir
awsm teaching
how will get 7/27?
correct explain
in 5:54 how integral turn to be (x^3/3) ?
because you are integrating k*x^2 = kx^3/3
Thank you so so much ❤️
Welcome 😇😊
Clearly explain diagram bro
Thank u bhaiya
Hi Shrenik, very useful video. Thanks. But I am stuck at integral evaluation. Would you please explain how you evaluated k = 1/2 for x^2 e^(-x)?
Sandip Sahoo
Apply uv rule of integration
Shrenik Jain, Honestly I tried both by parts and substitution..but k just not coming as 1/2 given 0 to infinity.
He got it wrong. Integrating x^2e^(-x) over (0, \infty) gives 1, not 1/2
Integration of x^2e^(-x)=2 ,k=1/2is right ,i am sure
2:19
Nice
tq bro
u r awesome
Ty 😊
Finely find some one whose writing is wrost the me 😅😂
osm video sir
Jatin khanna
😃😃
Share with your friends as well 😊
+Shrenik Jain
btw sir....i aint getting other video of type 2 of cdv....kindly provide me with the link....
Jatin khanna
PROBABILITY by Shrenik Jain: ua-cam.com/play/PLfP-D1tg0DI2KD99RmEobWaLiG4bZPNPN.html
Plz increase font size of your writting 🙏🙏
Small request please can u write clearly and bit big
Ye bata deta ki integral kaise solve karte hai to kya jata tera?
Integration by parts
Direct answer mt likhiye sir , details bta dijiye
Pls write Clearly it's just a reqst😅
Bhai integration bhi smjha deta.
Vdda kr ke likho sir😑acche se
Mix kr dyea sbb kuj
how 7/27
It's 8 /27
Can you teach in hindi
Not good teaching
Nice