1. Reduce the following system to a single transfer function, T(s) = C(s)/R(s). $G_1$ R(s) + $G_2 + G_3$ $G_5$ $\frac{G_4 + G_3}{G_2 + G_3}$ $G_7$ $\frac{G_6}{1 + G_6}$ C(s)
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To do this, we can assume that c(s) = 1, which means that the input to the system is a constant value of 1. By substituting c(s) = 1 into the equation, we get: T(s) = Cs / (Rs * 1 + 6) T(s) = Cs / (Rs + 6) Show more…
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