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1. |
Let us assume x (t) = A cos( t + ), on taking the partial fractions for the response we get? |
A. | Y(s)=k<sub>1</sub>/(s-j )+(k<sub>1</sub><sup> </sup>)/(s+j )+ terms generated by the poles of H(s) |
B. | Y(s)=k<sub>1</sub>/(s+j )+(k<sub>1</sub><sup> </sup>)/(s+j )+ terms generated by the poles of H(s) |
C. | Y(s)=k<sub>1</sub>/(s+j )+(k<sub>1</sub><sup> </sup>)/(s-j )+ terms generated by the poles of H(s) |
D. | Y(s)=k<sub>1</sub>/(s-j )+(k<sub>1</sub><sup> </sup>)/(s-j )+ terms generated by the poles of H(s) |
Answer» B. Y(s)=k<sub>1</sub>/(s+j )+(k<sub>1</sub><sup> </sup>)/(s+j )+ terms generated by the poles of H(s) | |