You draw 1 card at random from a well-shuffled deck of 52 cards, put it back, reshuffle, and draw another card at random. The events "get the ace of spades on the first draw" and "get the queen of hearts on the second draw" are independent events. True or False???

Question

experimentx · Answer

what do you think?? does the previous one affects the outcome of next event?

experimentx · Answer

try doing this 10 times ... 

and also try "not to put it back"  ... and repeat the event 10 times ... and think what's the difference ..

anonymous · Answer

im still not sure...

experimentx · Answer

what's the difference when you "PUT BACK" the cards and "DON'T PUT" it back ...

anonymous · Answer

one card difference?

experimentx · Answer

so which is independent and dependent case?

anonymous · Answer

im not sure what that means... thats why i couldn't answer it...

experimentx · Answer

one card difference ... this makes difference right??

"PUT BACK"  >> which will affect the outcome of next ??
"DON'T PUT BACK" >> which will affect the outcome of next ??

hba · Answer

First of tell me how many cards are in your deck ?

experimentx · Answer

If 
previous outcome = next out come <----(this is independent event)
previous outcome $ \neq $  next out come <--- this is dependent event

hba · Answer

Then  tell me How many of spades,hearts,diamond and clubs

anonymous · Answer

so its false

experimentx · Answer

"get the ace of spades on the first draw" = "get the queen of hearts on the second draw"

do they have the same change?

experimentx · Answer

*chance ??

anonymous · Answer

no

anonymous · Answer

so it's false right?

experimentx · Answer

looks like i made difficult ...

experimentx · Answer

do you know probability?

anonymous · Answer

sort of im really bad at it

hba · Answer

lol

experimentx · Answer

well ... i think you should learn this stuff first. Me gotta go ... @hba mind carrying this on??

anonymous · Answer

so it's true?

experimentx · Answer

well ... i guess it can't be helped. yes ... this is independent event!!

anonymous · Answer

thanks for bearing with me

hba · Answer

@Mayb40  DO U WANT ME TO TELL YOU HOW TO DO THIS ?

anonymous · Answer

Independent ivents: events for which the occurence of one has no effect on the probability of occurance, thus they are independent

anonymous · Answer

okay thanks iventor

anonymous · Answer

it is true
as the probability of first event does not depend on second event and vice versa