If f1(t)<< F1(jω) and f2(t)↔ F2(jω), then [a1 f1(t) + a2f2(t)]↔-A-a1F1(jω) + a2F2(jω)B-a1a2F1(jω) + F2(jω)C-a1F1(jω) a2F2(jω)D-a1F1*(jω) + a2F2*(jω)-A-a1F1(jω) + a2F2(jω)

Question

If f1(t)&lt;&lt; F1(j&omega;) and f2(t)&harr; F2(j&omega;), then [a1 f1(t) + a2f2(t)]&harr;-A-a1F1(j&omega;) + a2F2(j&omega;)B-a1a2F1(j&omega;) + F2(j&omega;)C-a1F1(j&omega;) a2F2(j&omega;)D-a1F1*(j&omega;) + a2F2*(j&omega;)-A-a1F1(j&omega;) + a2F2(j&omega;)

APTITUDE CRACK · Accepted Answer

A a1F1(j&omega;) + a2F2(j&omega;) This is true according to linearity property of Fourier transform.

Signals and Systems

If f₁(t)<< F₁(jω) and f₂(t)↔ F₂(jω), then [a₁ f₁(t) + a₂f₂(t)]↔

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Signals and Systems

If f1(t)<< F1(jω) and f2(t)↔ F2(jω), then [a1 f1(t) + a2f2(t)]↔

Solution

For help Students Orientation Mcqs Questions

If f₁(t)<< F₁(jω) and f₂(t)↔ F₂(jω), then [a₁ f₁(t) + a₂f₂(t)]↔

For help Students Orientation
Mcqs Questions