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MediumDeputy Executive Engineer (Electrical), Class-2, Sports Authority of Gujarat / Assistant Engineer (Electrical), Class-2,2026✓ Editorially verified
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With reference to the classification of signals based on energy and power considerations, consider the following statements:1.An energy signal is one whose total energy is finite while its average power over an infinite duration is zero.2.A power signal is characterized by finite average power but infinite total energy when integrated over time.3.A periodic signal with non-zero amplitude always qualifies as an energy signal due to repetition.4.A time-limited signal that exists only over a finite duration necessarily has finite energy.Which of the above statements is/are correct?

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Answer & Explanation
Correct AnswerA. 1, 2 and 4 only

Quick Explanation

Energy and power are mutually exclusive classifications for ordinary nonzero signals: an energy signal has finite total energy and zero average power, while a power signal has finite nonzero average power and infinite energy. A finite-duration bounded signal normally has finite energy. Key relation: E=∫|x(t)|²dt; P=lim(T→∞)(1/2T)∫_{−T}^T|x(t)|²dt.

Exam focus: Periodic nonzero → usually power signal, not energy signal. Common trap: Repetition does not make a periodic signal finite-energy.

Formula / Key Relation

E=∫|x(t)|²dt; P=lim(T→∞)(1/2T)∫_{−T}^T|x(t)|²dt.

Detailed Explanation

Correct Answer: A - 1, 2 and 4 only Quick Concept Explanation Energy and power are mutually exclusive classifications for ordinary nonzero signals: an energy signal has finite total energy and zero average power, while a power signal has finite nonzero average power and infinite energy. A finite-duration bounded signal normally has finite energy. Key relation: E=∫|x(t)|²dt; P=lim(T→∞)(1/2T)∫_{−T}^T|x(t)|²dt.Exam focus: Periodic nonzero → usually power signal, not energy signal. Common trap: Repetition does not make a periodic signal finite-energy. Statement-wise Verification Statement 1 - Correct.An energy signal is one whose total energy is finite while its average power over an infinite…

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