n+1 (3) Suppose the samples taken from an analogue signal x(t) are distributed according to the probability density func
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n+1 (3) Suppose the samples taken from an analogue signal x(t) are distributed according to the probability density func
n+1 (3) Suppose the samples taken from an analogue signal x(t) are distributed according to the probability density function {x, if 0 sx52 x, < < Recall: S x" dx = pixN+1 + C, for n a positive p(x) def 2* 16, otherwise integer and C an arbitrary constant. (a) Calculate the mean E[x] and mean power E[x²]. [3 marks] (b) Use the results of (a) to calculate the variance Var[x]. [1 mark] (c) Calculate Pr{0 < x < 1}. [2 marks]
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