Assume that, among residents of a large (over 6,000) Florida subdivision, the population mean age is 65 years old, the population standard deviation is 2 years, and that the age variable is distributed normally.

1. What is the probability that a randomly chosen individual would be less than 62 years of age? Show how you standardized the problem. Please provide work.
2. Find the specific age for which the following statement is true:The probability of being this age, or younger, is 40%. Show your calculation.