Show that the probability density function fXY (x, y; σX, &

Show that the probability density function fXY (x, y; σX, &

Show that the probability density function fXY (x, y; ﾏス, ﾏズ, ﾎｼX, ﾎｼY, p) of a bivariate normal distribution integrates to one. [Hint: Complete the square in the exponent and use the fact that the integral of a normal probability density function for a single variable is 1.]

 

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