Chapter 6, Problem 6.22P

answer the 3d question please

Consider the following plots of time-domain and frequency-domain signals. Label the axes of the five plots. For example, plot B should be labeled as amplitude vs. time. Characterize each plot as either a time-domain or a frequency-domain signal. Describe the mathematical relationships among the plots. For example, how could you arrive at plot A from plots D and E?

0.4/ For each pair of second-order system specifications that follow, find the location of the second-order pair of poles. a. %OS = 12%; Ts = 0.6 second b. %OS = 10%; Tp %3D = 5 seconds %3D c. Ts =7 seconds; Tp=3 seconds

How do we deduce the stability condition of a system using its Routh-Hurwitz table? By checking the last row of the table. If there is at least one sign change in the first row of the table, then the system is unstable. The number of poles on the right-hand side of the complex plane is equal to the total number of the system's poles minus the number of sign changes. O By checking the last row of the table. If there is at least one sign change in the last row of the table, then the system is unstable. The number of poles on the left-hand side of the complex plane is equal to the total number of the system's poles minus the number of sign changes. O By checking the first column of the table. If there is at least one sign change in the first column of the table, then the system is unstable. The number of poles on the right-hand side of the complex plane is equal to the total number of the system's poles minus the number of sign changes. O By checking the first column of the table. If…

Write examples of random and deterministic signals in physiological systems.

Which of the following(s) is(are) used in separation of ions in quadrupole analyzers? I.    Electric field II.   Magnetic field III. Metal rods Select one: a. I, II and III b. Only I c. II and III d. I and III e. I and II Plz do as soon as possible and explain briefly with correct explanation for +ve response

Solve below using the state space model equations.

My Signals and Systems question is attached. I don't understand how to figure out parts b and c mostly, but help with a would also be appreciated.  The problem is from Alan V. Oppenheim by Alan S. Willsky. Thank you!

Figure Q5 shows the cross-section of the typical layout of two tracks (A and B) on a printed circuit board with a ground plane C. The tracks are terminated as shown in the figure, with track A carrying digital signals. You can assume that the lines are electrically short. Q5 Draw the equivalent circuit that models the crosstalk and write down a relation between the voltage applied to track A and the voltage coupled on to track B at low frequencies, VNE- (a) (b) If the total mutual inductance between the two tracks L =9 nH, and the total mutual capacitance between the two tracks is C =2 pF, calculate: (i) the amplitude of the near-end pulse VNE- the amplitude of the near-end pulse VNE if the driven line is terminated in a short circuit instead. Comment on the crosstalk. (ii) В C 50 Q 50 Ω V(t) A B 50 ΩV VE 3 50 2 Vat)* 5 V 50 ns 50 ns 1 μs Figure Q5