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Let \( X_{1}, \ldots, X_{n} \) be independent random variables with densities \[ f_{X_{i}}(x \mid \theta)=\left\{\begin{array}{ll} e^{i \theta-x} & x \geq i \theta \\ 0 & x*
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Given : x1,x2,……………,xn are independent random variables. The pdf of each x1,x2,……….,xnis given as , fxi(x;?)=e{i??x}x?i?fxi(x;?)=0xi

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