Question: For the given block diagram, the differential equations for G(s) and H(s) are given: dc (t) +5c(t) = 10e(t) + b(t) = 2c(t) All

For the given block diagram, the differential equations for G(s) and H(s) are given: dc (t) +5c(t) = 10e(t) +

Find C(s)/R(s) OR(S) O 1 10 5 -0.5 10 -1 2 1 -2 1 -0- C(s)   

For the given block diagram, the differential equations for G(s) and H(s) are given: dc (t) +5c(t) = 10e(t) + b(t) = 2c(t) All the initial conditions are zero, find out the transfer funotions for G(s), H(s), C(s)/R(s) and E(s)/R(s). R M C 10 3- 4 dt db(t) dt E B G(s) H(s) Find C(s)/R(s) OR(S) O 1 10 5 -0.5 10 -1 2 1 -2 1 -0- C(s)

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