Let d T (t t 0 ) denote a narrow pulse of width T and height
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Let dT (t − t0) denote a narrow pulse of width T and height 1/T, which starts at t = t0. Consider a function f (t) which is continuous between t0 and t0 + T as shown in Fig. 6-11(a). Find the limit of integral I in (33) when T approaches zero.
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# -T- B to 10+ T dr(t-to) -f(t) t
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00 1 00 dy tto dttft dt 1T 10 to t to T elsewhere 33 Substituting d ...View the full answer
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Schaum S Outline Of Electric Circuits
ISBN: 9781260011968
7th Edition
Authors: Mahmood Nahvi, Joseph Edminister
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