On successful completion of the module, students should be able to:
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1. Represent and analyse signals in the time and frequency domains.
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2. Represent and analyse linear, time-invariant systems in the time and frequency domains.
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3. Perform continuous-time and discrete-time convolution of signals.
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4. Compute the continuous-time and discrete-time Fourier transform of signals and systems.
5. Explain the fundamentals of sampling theory, alias and repeat spectra.
6. Compute the Z-transform of discrete-time signals and systems.
7. Compute the discrete Fourier transform of discrete-time signals and systems.
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8. Determine the state equations of a system from its transfer function.
9. Solve the state equations of a system.
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10. Determine whether a system is completely controllable and observable.
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11. Determine the frequency-response of a system using a white noise input.
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12. Compute the periodgram of a signal.
13. Analyse the frequency content of a signal using Bartlett's method.
14. Work as part of a team.