Question

in a bivariate normal density function the number of parameters will be​

Answer 1

Answer:

What is a Bivariate Normal Distribution? The “regular” normal distribution has one random variable; A bivariate normal distribution is made up of two independent random variables. The two variables in a bivariate normal are both are normally distributed, and

Answer 2

In a bivariate normal density function the number of parameters will be​ two.

• The “regular” normal distribution has one random variable; A bivariate normal distribution is made up of two independent random variables.
• The two variables in a bivariate normal are both are normally distributed, and they have a normal distribution when both are added together. Visually, the bivariate normal distribution is a three-dimensional bell curve.
• The bivariate normal distribution can be defined as the probability density function (PDF) of two variables X and Y that are linear functions of the same independent normal random variables.

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