Recurrence relation for the central moments of Poisson distribution

[@rajubokki2637]

Wonderful Excellent explanation madam thank you so much madam.🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏

[@unicornisland821]

Yaa ... It really awesome.... you make this concept very easy for us...

[@anupamasnair1854]

Thank you mam for this easy explanation ❤

[@goldentempleamritsar4490]

Very nyc 🙏👍

[@sindhukambam]

Thank you so much mam ...your videos are reallllllyyyyyyy helpful mam

[@donaghosh14]

Thank you ma'am 🙏

[@sridharans3984]

It is wonderful explanation madam. Please do problems of Poisson distribution and mode of the Poisson distribution madam.

[@aryangurung1557]

Yes

[@saiharivamshi5611]

Mam its good but we need in some detailed manner as we are not fast as uh know

[@srnphysics]

Madam please solve this problem:
The average number of errors in a page of a book is 1.4. The probability that a page will contain four errors is

[@rajathrshetty8317]

Why r become minus??

[@Snaptalesz]

Yes👍

[@varunchoudhary8149]

❤❤❤

[@crazyplayer4947]

Yes.

[@rohtashbhall2671]

Good morning mam