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This section includes 5 Mcqs, each offering curated multiple-choice questions to sharpen your Signals Systems knowledge and support exam preparation. Choose a topic below to get started.
1. |
FIND_THE_CONVOLUTION_OF_X(T)_=_EXP(3T)U(-T),_AND_H(T)_=_U(T-3)?$ |
A. | 0.33exp(2t-6) u(-t+3) + 0.5u(t-3) |
B. | 0.5exp(4t-3) u(-t+3) + 0.8u(t-3) |
C. | 0.33exp(2t-6) u(-t+3) + 0.5u(t-6) |
D. | 0.33exp(3t-6) u(-t+3) + 0.33u(t-3) |
Answer» D. 0.33exp(3t-6) u(-t+3) + 0.33u(t-3) | |
2. |
Find_the_value_of_d(t-34)*x(t+56),_d(t)_being_the_delta_function.$ |
A. | x(t + 56) |
B. | x(t + 32) |
C. | x(t + 22) |
D. | x(t – 22) |
Answer» E. | |
3. |
Find the convolution of x(t) = exp(2t)u(-t), and h(t) = u(t-3) |
A. | 0.5exp(2t-6) u(-t+3) + 0.5u(t-3) |
B. | 0.5exp(2t-3) u(-t+3) + 0.8u(t-3) |
C. | 0.5exp(2t-6) u(-t+3) + 0.5u(t-6) |
D. | 0.5exp(2t-6) u(-t+3) + 0.8u(t-3) |
Answer» E. | |
4. |
Evaluate (exp(-at)u(t))*u(t), u(t) being the heaviside function. |
A. | (1-exp(at)) u(t)/a |
B. | (1-exp(at)) u(-t)/a |
C. | (1-exp(-at)) u(t)/a |
D. | (1+exp(-at)) u(t)/a |
Answer» C. (1-exp(-at)) u(t)/a | |
5. |
Find the value of h[n]*d[n-1], d[n] being the delta function. |
A. | h[n-2]. |
B. | h[n]. |
C. | h[n-1]. |
D. | h[n+1]. |
Answer» D. h[n+1]. | |