Reduce the following block diagram to represent the relationship between input R(s) and output Y(s) as...

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Reduce the following block diagram to represent the relationship between input R(s) and output Y(s) as a single transfer function. You may use algebraic or schematic reduction techniques. Clearly show all steps of your work to receive full credit for either method. If you use an algebraic method, DO NOT try to compute the solution in a single step, but instead clearly state all your assumptions and explain your workflow Simplify your final answer so that it is the form of a quotient with the numerator and denominator only including products and sums of terms, i.e. no divisions G₁ + R(s) + G₁ + H₁ G₁ G₂ H₂ + Y(s) Reduce the following block diagram to represent the relationship between input R(s) and output Y(s) as a single transfer function. You may use algebraic or schematic reduction techniques. Clearly show all steps of your work to receive full credit for either method. If you use an algebraic method, DO NOT try to compute the solution in a single step, but instead clearly state all your assumptions and explain your workflow Simplify your final answer so that it is the form of a quotient with the numerator and denominator only including products and sums of terms, i.e. no divisions G₁ + R(s) + G₁ + H₁ G₁ G₂ H₂ + Y(s)

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