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4)Convert the following block diagram into signal flow graph (15 marks) R(s) X (s) U(s) H.(s) D(s) G(s) Xx(s) Hz(s) 5) Using
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0 Given Block diagram 02 4,(s)/ 2 ECDs) US) G ( 34) RIS) (S) * Assume nodes at the input, output, at every summing Point, atHS), DS) 745 G(S) 3 4 ) feedback * Draw the fede bord paths between varios nodes and mask the gain of the feedback forward pax2 G14 G14 X5 04 wut 142 By Massians gain formula Far Word path gains - nontouching loopgainst two nontochingloop from the abBy the Massons gain formula CC) - R(S) P + P2 Tle-le-dz = G, G2 G2+ G, Gy G3 1 - G, G44,-EGY GY G3 Hz) 4G, GU G2H2) Siz G, GForward path RI6c Forward path gain. &z= G4. loop sare 3 loop 344 3 loop gain loop gain I -G2 Hi - Gi Gatt, 1001 273 7442 10E = G G2 G3 + G4 [!+G2 H, 4 G2G1, 41+ G12 G13 Hz] [[+ G12 #+612 G, Hi +G2 G3 H3.] & = G, G12 G13 +Guy$1+ G2 [Hi+G, 4h+6343] I

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4)Convert the following block diagram into signal flow graph (15 marks) R(s) X (s) U(s) H.(s)...
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