Find a value such that the probability that the standard normal random variable will be above it is 0.85.
Answer to relevant QuestionsFind z such that P(Z > z) = 0.12. Let X be a normally distributed random variable with mean 410 and standard deviation 2. Find the probability that X will be between 407 and 415. Under the system of floating exchange rates, the rate of foreign money to the U.S. dollar is affected by many random factors, and this leads to the assumption of a normal distribution of small daily fluctuations. The rate of ...For a normal random variable with mean 16.5 and standard deviation 0.8, find a point of the distribution such that there is a 0.85 probability that the value of the random variable will be above it. The percentage of protein in a certain brand of dog food is a normally distributed random variable with mean 11.2% and standard deviation 0.6%. The manufacturer would like to state on the package that the product has a ...
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