OpenStudy (kj4uts):
Which of the following will most likely produce sample proportions that are normally distributed? A. Many samples of 19 coin flips B. Many samples of 14 coin flips C. Many samples of 9 coin flips D. Many samples of 34 coin flips Please explain. Thank you!
OpenStudy (kj4uts):
@perl I think the answer would be D. Many samples of 34 coin flips because the sample is greater than or equal to 30.
OpenStudy (ajanijones):
, The number of samples that are at least greater than 25, which is D. By virtue of the central limit theorem (CLT) any distribution becomes approximately normal when number of samples are greater than or equal to 30. In this binomial case, the theorem applies relatively well even with n > 25 so I would go with 34 coin flips.
OpenStudy (ajanijones):
Hope I helped tag em if you need some more help with anything.
Join our real-time social learning platform and learn together with your friends!
lovelove1700:
u00bfA quu00e9 hora es tu clase?Fill in the blanks Activity unlimited attempts left Completa.
glomore600:
find someone says that that one person your talking to doesn't really like you should I take their advice and leave or should I ask the person i'm talking t
Addif9911:
Him I dimmed the light that once felt mine, a glow I never meant to lose. I over-read the shadows, let voices crowd the room where only two hearts shouldu20
EdwinJsHispanic:
Poem to my mom who proved my point "You proved my point, I am a failure. but I kinda wish, you were my savior.
Wolfwoods:
The Modern Princess "you spoke so softly to me, held me close when no one else did, loved me in a way no one else dared to.
Wolfwoods:
The Pain Of Waiting "The short story would be that we fell in love, you left and I continued to wait for you.
notmeta:
balance the following equation - alumoinum chlorate --> alumninum chloride + oxyg