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This section includes 6 Mcqs, each offering curated multiple-choice questions to sharpen your Matlab knowledge and support exam preparation. Choose a topic below to get started.
1. |
The differential equation d2p/dt2=9t has a solution. |
A. | 3/(2*t<sup>3</sup>) |
B. | cannot be determined |
C. | no solution |
D. | ilaplace(9/s<sup>4</sup>) |
Answer» C. no solution | |
2. |
The inverse laplace transform of a function in s-domain is the transfer function of the system. |
A. | True |
B. | False |
Answer» C. | |
3. |
The laplace transform of a cascaded system is defined if _______ |
A. | the individual systems have a common R.O.C. |
B. | the individual systems doesn t have a common R.O.C. |
C. | the impulse response of each system is defined |
D. | cannot be determined |
Answer» B. the individual systems doesn t have a common R.O.C. | |
4. |
The laplace transform method used to solve a differential function is ____ than the classical way. |
A. | Easier |
B. | Harder |
C. | Moderately difficult |
D. | Relatively difficult |
Answer» B. Harder | |
5. |
The number of inverse lapalace transform of a function is equal to ________ |
A. | the number of poles |
B. | the number of poles+1 |
C. | the number of poles-1 |
D. | cannot be determined |
Answer» C. the number of poles-1 | |
6. |
An L.T.I. system is stable if _______ |
A. | Poles lie on left half of s-plane |
B. | The R.O.C. encompasses the imaginary axis |
C. | The poles lie on the left half of s-plane and the R.O.C. encompasses the imaginary axis |
D. | Cannot be determined |
Answer» E. | |