# Question Solved1 Answer4. Joint Probability Density Consider a joint probability density function f(x,y) = c.x?:(1+y), O SXS 3,0 s y s3, where cis some unknown constant. Find the value of c. Pick ONE option 3/97 2/135 2/65 1/10

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Transcribed Image Text: 4. Joint Probability Density Consider a joint probability density function f(x,y) = c.x?:(1+y), O SXS 3,0 s y s3, where cis some unknown constant. Find the value of c. Pick ONE option 3/97 2/135 2/65 1/10
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Transcribed Image Text: 4. Joint Probability Density Consider a joint probability density function f(x,y) = c.x?:(1+y), O SXS 3,0 s y s3, where cis some unknown constant. Find the value of c. Pick ONE option 3/97 2/135 2/65 1/10
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Q. Given x and y have foint gdt{:[int_(-oo)^(oo)int_(-oo)^(e)f(x","y)dxdy=1],[Cint_(0)^(3)int_(0)^(3)(x^(2)+x^(2)y)dxdy=1],[cint_(0)^(3)[(x^(3))/(3)+(x^(3)y)/(3)]_(0)^(3)dy=1],[cint_(0)^(3)((27)/(3)+( ... See the full answer