Number and Algebra
Functions
Geometry and Trigonometry
Statistics and Probability
Calculus
A distribution has mean μ=50\mu = 50μ=50 and is approximately normal. If 68% of data lies between 45 and 55, find the variance.
Assuming a normal distribution with mean μ=100\mu = 100μ=100 and variance σ2=16\sigma^2 = 16σ2=16, estimate the percentage of data that lies between 92 and 108.
Assuming a normal distribution with mean μ=8\mu = 8μ=8, 95% of data falls between 6.5 and 9.5. Calculate the variance.
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Question Type 1: Using properties of normal distribution to find probabilities given some value
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Question Type 3: Finding the probability values of normally distributed variables