P(G) = 0.3 P(G|H) = 0.01 Find the upper or lower bound on P(H).
P(G) = 0.3
P(G|H) = 0.01
P(G and H)/P(H) = 0.01
P(G and H) = 0.01 P(H)
P(G or H) = P(G) + P(H) - P(G and H)
= 0.3 + P(H) - 0.01 P(H)
= 0.3 + 0.99 P(H)
max value of P(G or H) can be 1
hence
1 = 0.3 + 1.01 P(H)
maximum of P(H) = 0.707071
upper bound on P(H) =0.707071
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For the series a) Find the partial sum $10. b) Find an upper and lower bound for the error Rio. =) Find an upper and lower bound for the sum s. Use the midpoint of the internal of the upper and lower bound found to get a better estimate of s. What's the maximum error for this new estimate of s?
For the series
(a) Find the partial sum S10.
(b) Find an upper and lower bound for the error
R10.
(c) Find an upper and lower bound for the sum s. Use
the midpoint of the interval of the upper and lower bound found to
get a better estimate of s. What's the maximum error for
this new estimate of s.
the lower bound =
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upper bound!
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Find the value of tn–1,α needed to construct a 90% upper or lower confidence bound with sample size 12. Round the answer to three decimal places.
I have to find the lower and upper bound.. Please help!
mple random sample of size n-40 s drawn rom a population. The sample mean s oun to be x = 20.7 and the sample standard devia on s und to be s 12.9. ons uct a 99 % con der ce ter a or e population mea The lower bound is . (Round to two decimal places as needed.)
It is not asking to plug in the lower bound from the range of "
upper and lower"
It is asking only to calculate a one sided
Thank you
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