A probability density function in the region defined by Y = 0, Y ...
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A probability density function in the region defined by Y = 0, Y <3x, Y <-X² + 4 is given as fx,y (x, y) = c [a] If over this region, the density is fx,y (x, y) = c, what must c be for this density to be valid? [c] Find the marginal pdfs for both X and Y [b] Determine the density of fy|x=1.5. A probability density function in the region defined by Y = 0, Y <3x, Y <-X² + 4 is given as fx,y (x, y) = c [a] If over this region, the density is fx,y (x, y) = c, what must c be for this density to be valid? [c] Find the marginal pdfs for both X and Y [b] Determine the density of fy|x=1.5.
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