Answer:
Approximately .
Explanation:
(This approach requires looking up values on a -table. Calculators aren't required.)
A typical -table lists probabilities in the form (or equivalently, ,) where is real number (typically greater than or equal to .)
However, the question asks for a probability in the form . It would be necessary to rewrite this probability for this -table approach to work.
Let and denote two real numbers, with . would be equal to . In this question:
.
Look up the value of on a -table: .
On the other hand, because the Gaussian distribution is symmetric.
Therefore:
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