Let, w , x, y and z be the independent exponential random variables with unit mean. Is there any way to find out the following probability
$ P(Awx+Bx^2 < Cyz+Dz^2 ) $
where A, B, C and D are non-zero positive integers.
Let, w , x, y and z be the independent exponential random variables with unit mean. Is there any way to find out the following probability
where A, B, C and D are non-zero positive integers.
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