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This section includes 6 Mcqs, each offering curated multiple-choice questions to sharpen your Network Theory Questions and Answers knowledge and support exam preparation. Choose a topic below to get started.
1. |
If u (t) = 1 for t >= 0 and u (t) = 0 for t < 0, determine the Laplace transform of [u (t) – u (t – a)]. |
A. | 1/s(1+e(-as)) |
B. | 1/s(1-e(-as)) |
C. | 1/s(1+eas) |
D. | 1/s(1-eas) |
Answer» C. 1/s(1+eas) | |
2. |
Find the Laplace transform of (t + 2)2 et. |
A. | 2/(s-1)3 – 2/(s-1)2 + 4/(s-1) |
B. | 2/(s-1)3 – 2/(s-1)2 – 4/(s-1) |
C. | 2/(s-1)3 + 2/(s-1)2 + 4/(s-1) |
D. | 2/(s-1)3 + 2/(s-1)2 – 4/(s-1) |
Answer» D. 2/(s-1)3 + 2/(s-1)2 – 4/(s-1) | |
3. |
Find the Laplace transform of eatsinbt. |
A. | b/((s-a)2+b2) |
B. | b/((s+a)2+b2) |
C. | b/((s+a)2-b2) |
D. | b/((s-a)2-b2) |
Answer» B. b/((s+a)2+b2) | |
4. |
Find the Laplace transform of the function f (t) = 3t4 – 2t3 + 4e-3t – 2sin5t + 3cos2t. |
A. | 72/s5 – 12/s4 + 4/(s+3)+10/(s2+25)+3s/(s2+4) |
B. | 72/s5 – 12/s4 + 4/(s+3)-10/(s2+25)+3s/(s2+4) |
C. | 72/s5 – 12/s4 – 4/(s+3)+10/(s2+25)+3s/(s2+4) |
D. | 72/s5 – 12/s4 – 4/(s+3)-10/(s2+25)+3s/(s2+4) |
Answer» C. 72/s5 – 12/s4 – 4/(s+3)+10/(s2+25)+3s/(s2+4) | |
5. |
Find the Laplace transform of the function f (t) = 4t3 + t2 – 6t + 7. |
A. | 24/s4 + 2/s3 + 6/s2 + 7/s |
B. | 24/s4 – 2/s3 – 6/s2 + 7/s |
C. | 24/s4 + 2/s3 – 6/s2 + 7/s |
D. | 24/s4 – 2/s3 + 6/s2 + 7/s |
Answer» D. 24/s4 – 2/s3 + 6/s2 + 7/s | |
6. |
The Laplace transform of f1 (t) + f2 (t) is? |
A. | F1(s) + F2(s) |
B. | F1(s) – F2(s) |
C. | F1(s) – 2F2(s) |
D. | F1(s) + 2F2(s) |
Answer» B. F1(s) – F2(s) | |