Question: For normal distributIf x is a continuous random variable. Then a probability distribution or probability density function (pdf) such that for any two numbers a

For normal distributIf x is a continuous random variable. Then a probability distribution or probability density function (pdf) such that for any two numbers a and b (where a is less than b) is equivalent to: 1. The mean of the variable 2. The integration of the function that represents the continuous distribution between the values b and a 3. The integration of the function that represents the continuous distribution between the extreme values 4. none of the aboveion problems, we use the transformation formula to calculate Z. The formula for Z is the x value subtracted by the mean divided by the variance. Is this true or false

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