Normal Distribution Worksheet
This worksheet may help you to know about the Normal (or) Gaussian Distribution. A continuous random variable X is said to follow normal distribution with mean µ and Standard deviation σ if the probability function is given by
Normal Distribution FormulaNormal or Gaussian Distribution Calculator is used to calculate the normal probability density function for a given mean and standard deviation. Constants of Normal Distribution is 1. Mean = ג (Lamda) 2. Variance = σ^{2} 3. Standard Deviation = σ Properties of Normal Distribution
Normal Distribution ExampleCalculate Gaussian Distribution for Mean = 50, S.D. = 8, X1= 34,X2= 62.Z = (X  µ)/σ When X = 34 Z = (34  50)/8 = 2 = Z_{1} (say) When X = 62 Z = (62  50)/8 = 1.5 = Z2 (say) Therefore , P(34 < X < 62) = P(Z_{1} < X < Z_{2}) = P(2 < X < 1.5) = P(2 < X < 0) + P(0 < X < 1.5) [calculate equivalent value for Normal distribution PDF table] = 0.4772 + 0.4332 = 0.9104 The above worksheet is a walk through to understand the concept of Normal Distribution when it comes to online calculation this Normal Distribution Calculator is an essential tool to make the calculation easy. 
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