Write the simplified output of the transfer function of the following block diagram. R(s) G₁ Note: either move G2 or G3. H₁ G₂ H3 G3 H₂ G₁ C(s) ...

R(s) G₁(s) G₂(s) G4(S) G6(s) G3(s) G5(s) - H₁(s) G7(s) b) Find the equivalent transfer function of this system. -H₂(s) C(s) - H3(s) a) Convert the signal flow graph into an equivalent block diagram, no simplification needed

Solve the the problem. -With Step by step solution -Include block diagram (if necesarry)

Consider the system shown below: R₁(s) + R₂(s) + G₁(s) G3(s) G5(s) + H₁(s) The Characteristic equation is given by: G4(S) + Cerve H₂(s) + + 1+G₁G₂H₁-G5G6H2-G3G4G6H2 G₂(s) G6(s) O CE O CE 1+G₁G₂H1-G5G6H2-G3G4G6H2-G1G2H1G5G6H₂ O CE 1+G₁G₂H1-G5G6H2-G1G2H1G5G6H₂ O CE = 1+G₁G₂H₁+G5G6H₂+G3G4G6H₂+G₁G2H₁G5G6H₂ Y₁(s) Y₂(s)

Find the transfer function of the following block diagram using block reduction method. Show complete solution.

Q2: Find the transfer function C(s)/R₂(s) for the block diagram shown in Fig.(2) below, using block diagram reduction method. H3 R₁(s) G₁ G₂ H₁ R₂ (s) H₂ G3 → C(s)

Using block diagram reduction obtain the transfer function. Show complete work

II. Find the system transfer function