Transformations of random variables -- Example 1

[@nicvandercamp1723]

100 times better explanation than my teacher!

[@HL-iw1du]

I like oranges.

[@yohannesdejene1203]

you elucidated all my worries ,thanks buddy

[@jiayanchen7790]

Thank you！ This video really answer my question.

[@sherlynfunk1999]

SO helpful!!! thank you!

[@ampofotwumasi9678]

how did u get the support

[@nidhibharti1538]

Why F(x) =1 ? Btw 0 and 1.

[@verasasinowski7147]

It's f(x)=1 - probability density function for a uniformly distributed Random Variable between 0 and 1. (Not F(x), which is cumulative distribution function)

[@nidhibharti1538]

@@verasasinowski7147 yes.. thanks!

[@achillesarmstrong9639]

wow I found a treasure house here

[@bharathsajan6297]

beautiful

[@omargames6453]

Thank you.. But can you tell me the name of the book

[@verasasinowski7147]

www.target.com/p/probability-2nd-edition-by-lawrence-m-leemis-paperback/-/A-80824377?ref=tgt_adv_XS000000&AFID=google_pla_df&fndsrc=tgtao&DFA=71700000012510700&CPNG=PLA_Entertainment%2BShopping&adgroup=SC_Entertainment&LID=700000001170770pgs&LNM=PRODUCT_GROUP&network=g&device=c&location=9008450&targetid=pla-839186529589&ds_rl=1246978&ds_rl=1248099&gclid=CjwKCAiA-f78BRBbEiwATKRRBDnuXfR-lBS9Nje--2ieGviOMe9tfpHV1B9j6NzCEodyf0v9sBnWihoCjiUQAvD_BwE&gclsrc=aw.ds

[@tendaiisiah6453]

Can we have the link to get the textbook you were using

[@LawrenceLeemis]

www.amazon.com/Probability-Lawrence-M-Leemis/dp/0982917473

[@ayshaq580]

thank you so so much

[@apreceptorswanhindi]

X ~uniform(0,1) Y=Sin 6X. Please do this transformation. This question is given in my assignment.