Let X and Y have joint density function f(x, y) = {1+xy(x² - y²)}, Show that Ox(t)oy (t) = x+y(t), and that X and Y are dependent. |x| < 1, ly| < 1.

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Let X and Y have joint density function
f(x, y) = {1+xy(x² - y²)},
Show that Ox(t)oy (t) = x+y(t), and that X and Y are dependent.
|x| < 1, ly| < 1.
Transcribed Image Text:Let X and Y have joint density function f(x, y) = {1+xy(x² - y²)}, Show that Ox(t)oy (t) = x+y(t), and that X and Y are dependent. |x| < 1, ly| < 1.
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