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Question
A carinval roulette wheen contains 30 slots numbered 00,0,1,2,3,...28.  14 of teh slots numbered 1 through 28 are colored red, and 14 are colored black.  The 00 and 0 slots are uncolored.  The wheel is spun, and a ball is rolled around the rim until it falls into a slot.  Determine the following probabilities:

a.  What is the probability that the ball falls into a black or red slot?

b.  what is the porbability that the ball falls into an odd numbered slot?

c.  what is the probability that the ball falls into a red or an uncolored slot?

d.  what is the probability that the fall falls into the slot numbered 5 or an uncolored slot?

thank you!!  I HATTTTEEEEE  stats!

Answer
a.)

30 - 2(for the 0 and 00) = 28, so now you have 14/30 or 7/15

there's about a 23.33% chance of it being red or black.

if you've placed a bet on both, then (7/15) + (7/15) = 14/15 or 93.33%

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b.)
you have 28 numbers
14 of them are even and 14 of them are odd, so same result as "a"

there's about a 23.33% chance of it being odd

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c.)
(7/15) + (2/30) = (7/15) + (1/15) = (8/15) or 53.33%

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d.)
(1/30) + (2/30) = (3/30) = 1/10 = .1 or 10% chance.

i'm not 100% if i got them all correct because i'm not to good at probability and you had "or" questions.

check with answers.yahoo.com, if they put what i put, then you can rate me.

by the way, i'm not certain if a carnival roulette wheel has 30 slots, since a casino roulette table has like 38 slots, but if its written in the book that way, then ok.

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