For signal flow graph shown below, the transmittance between (x 2 ) and (x 1 ) is (a) ( frac r s u 1 s t frac e f h 1 f g ) (b) ( frac r s u 1 f g frac e f h 1 s t ) (c) ( frac e f h 1 r u frac r s u 1 e h ) (d) ( frac r s t 1 e h frac r s u 1 s t ) e S 8 n h

Question: For signal flow graph shown below, the transmittance between (x_{2}) and (x_{1}) is (a) (frac{r s u}{1-s t}+frac{e f h}{1-f g}) (b) (frac{r s u}{1-f

For signal flow graph shown below, the transmittance between \(x_{2}\) and \(x_{1}\) is

e S 8 n h

(a) \(\frac{r s u}{1-s t}+\frac{e f h}{1-f g}\)
(b) \(\frac{r s u}{1-f g}+\frac{e f h}{1-s t}\)
(c) \(\frac{e f h}{1-r u}+\frac{r s u}{1-e h}\)
(d) \(\frac{r s t}{1-e h}+\frac{r s u}{1-s t}\)

e S 8 n h

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To find the transmittance between x2 and x1 in the given signal flow graph we can use Masons Gain Formula This formula provides a method to calculate ... View full answer

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