A certain type of storage battery lasts on average, 3.0 years with a standard deviation of 0.5 year. Assuming the battery life is normally distributed, find the probability that a given battery will last more than 2 years.
"\\mu=3.0 \\\\\n\\sigma= 0.5 \\\\\nP(X>2) = 1 -P(X<2) \\\\\n= 1 -P(Z< \\frac{2-3}{0.5}) \\\\\n= 1 -P(Z< -2) \\\\\n= 1 -0.0227 \\\\\n= 0.9773"
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