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A multi loop block diagram is shown in Figure AP9.10.
(a) Compute the transfer function T(s) = Y(s)/R(s).
(b) Determine K such that the steady-state tracking error to a unit step input R(s) = 1/s is zero. Plot the unit step response.
(c) Using K from part (b). compute the system bandwidth ωb.
Write down time-dependent ordinary differential equations for this Markov chain and construct the steady-state equations.
Determine the correlation coefficient and determine the coefficient of determination and determine the coefficient of correlation and coefficient of determination.
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Develop dummy variables that will account for the player's position. Develop an estimated regression equation to show how rating is related to position, weight, and time to run 40 yards
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the following are mood scores for 12 participants before and after watching a funny video clip higher values indicate
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