Question

Statistic and probability problem:

Answer 1

\[P(|X-\mu x|<\sigma)\ge1 - \frac{ 1 }{ k^2 }\] for any Real number k not equal to 0, and any random variable. also gives useful information only for k>1

Answer 2

is big X the mean

Answer 3

what is u, is the sigma the deviation?

Answer 4

u is sigma and X is capital

Answer 5

sorry is u is mean and sigma is o

Answer 6

mu* u

Answer 7

hmm im looking i was solving this chebyshev polynomials in the sturm louiville problems section, what does that have to do with this

Answer 8

??

Answer 9

i think u shud just use the zscore stuff

Answer 10

or that gaussian prob function

Answer 11

i know that the z score need a table

Answer 12

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Answer 13

that makes sense

Answer 14

red mark on the P(X- mu x)?

Answer 15

lets do parts till we figure out what hte rest of the stuff is saying...
P(X-ux)=?

Answer 16

P(X- mux < sigma ) = 68% empircal rule

Answer 17

P(X- mux < 2sigma ) =95%

Answer 18

oh ok

Answer 19

P(X- mux < 3sigma ) = 99%

Answer 20

can i use the gaussian formula then

Answer 21

k i see

Answer 22

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