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Y. Show that if P(Y 0) = 0, then Let Xn--X and Y, Y. r2

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TOPIC:Convergence in probability.

Toトrove the required gneston, we will prove the dollowing theorem at tinat and 9() be an Continuous dure tion,Y x; they that,So A B vo ewen Venn- ias am (By-그 g(x). Now, thai(/ given and, PCY Now, oleorly y is a continuons unetion Thus Twa/ 분 the abwe theorem/ we can fot that a kinus hich i a continuous iue) uneton 27 d aun the roved theora, ude can nite, o praves whenever, t(γ«Fo. -Pt.LI ㄨ一 ;

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Y. Show that if P(Y 0) = 0, then Let Xn--X and Y, Y. r2 Y. Show that if P(Y 0) = 0, then Let Xn--X and Y, Y. r2
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