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1. The distribution of the ages of adults in Gino follows a normal pattern with a mean of 44.5 years old and a standard deviation of 6.8 years. Given the above information, compute the following:
a. The probability that a randomly selected adult inhabitant of this town is older than 39 years of age
b. The probability that a randomly selected adult inhabitant of this town who is at most 50 years of age
c. The probability that a randomly selected adult inhabitant of this town is between 36 and 48 years of age
d. What age will separate the oldest bottom 20% from the rest of the population?
e. What ages separate the middle 94 % from the rest of the population
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The London Court of Arbitration has granted an arbitral award to Gee Co. The award requires H.R.R., the state-owned railway company in State H.
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Would you please adress these three questions from your own wrods. What are adjusting entries and why are they necessary?
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