If a random variable is normally distributed with mean 4.35 and standard deviation 0.59, what is the probability that this random variable will take on values more than 5.2?
"\\mu = 4.35 \\\\\n\n\\sigma = 0.59 \\\\\n\nP(X>5.2) = 1 -P(X<5.2) \\\\\n\n= 1 -P(Z< \\frac{5.2-4.35}{0.59}) \\\\\n\n= 1 -P(Z<1.44) \\\\\n\n= 1 -0.9250 \\\\\n\n= 0.0750"
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