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# Q5 dlmic dflesewt akcv Qqto~d 4 4X(GX ++...

## Question

###### Q5 dlmic dflesewt akcv Qqto~d 4 4X(GX ++

Q5 dlmic dflesewt akcv Qq to ~d 4 4X (GX + +

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##### (a)A random variable defined as "/36 (Zx - 1); X = 1,2345,6 FonsmnicFiohability distrihation function ofXPcX=The table ahov gives X, the randor VariableManthusct dicprotubilit Jicnhuteon unclin pf Isaskowu Find tk value ofIlc ilr an(id) tlie staudard devtaton 0fX LIr- (W)Var(4r
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##### The first polarizing filter polarizes the light. along its axis: The second polarizing filter is rotated and the polarization axis angle between the first filter and the second filter is 60e. Find the intensity ratio of the light after the first filter (L) and the second filter (Lz). Give LPE Lfh = 0 L/li = 0.25 Lfh = 0.5 Iz/hi = 0.75 Lli = 1prnmIngPdarizing Iliet
The first polarizing filter polarizes the light. along its axis: The second polarizing filter is rotated and the polarization axis angle between the first filter and the second filter is 60e. Find the intensity ratio of the light after the first filter (L) and the second filter (Lz). Give LPE Lfh = ...
##### 5) Let D {0 < I < y 1} and be harmonic in D with the boundary conditions u(r, 0) 12 u(z.1) 12 _ 1, "(0,y) ~y} , u(1,y) = 1 y? a) What is the maximum ankl minimum values of u in D? Assume that U 15 another harmonic function On the entire plane with v(0,0) = 1. Can v be zero for all values (I.y) outside of some disc?
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