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Prob. (X=X i and Y=Y i ) X Y 0.15 4 20 0.35 -4 12.5 0.5 0 23 Y~N(45,900); i.e., Y is distributed normally with
Prob. (X=Xiand Y=Yi) | X | Y |
0.15 | 4 | 20 |
0.35 | -4 | 12.5 |
0.5 | 0 | 23 |
Y~N(45,900); i.e., Y is distributed normally with its mean being equal to 45 and its variance being equal to 900 (thus: standard deviation=30).
Prob.(Y<=32.5)=?
Y~N(45,900). Compute: Prob.(Y>75)
Report your answer in decimal precision. Round it up to two decimal poin
Y~N(45,900). Compute: Prob.(45 Report your answer in decimal precision. Round it up to one decimal points. Y~N(45,900). Also, Prob.(Y<=Y*)=10%. What is Y*? Report your answer in decimal precision. Round it up to two decimal points.
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