This video covers Concept of “Mathematical Representation of CT Signals”.
In many textbooks generally this concept is covered but in a complex way, so it is very hard to understand. In this video, the concept is explained in a very easy & smart way. It is very beneficial for GATE aspirants to understand the basic foundation of operations on signals. This concept is useful to understand Energy & Power Signals, Convolution, Fourier Transform, and Laplace Transform.
The function shown in the figure can be represented as
(A) u(t)-u(t-T)+((t-T))/T u(t-T)-((t-2T))/T u(t-2T)
(B) u(t)+t/T u(t-T)-t/T u(t-2T)
(C) u(t)-u(t-T)+((t-T))/T u(t)-((t-2T))/T u(t)
(D) u(t)+((t-T))/T u(t-T)-2 ((t-2T))/T u(t-2T)
Question appeared in IES 2018
a) (2e^(+5s)+〖2e〗^(-5s))/s^2 b) (2e^(+5s)-4+〖2e〗^(-5s))/s^2 c) (2e^(+5s)-2+〖2e〗^(-5s))/s^2 d) (2e^(+5s)+4+〖2e〗^(-5s))/s^2
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