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Question 1.1.8: Consider the signal s(t) = m(t) cos (2π fct) + mˆ (t) sin (2...

Consider the signal s(t)=m(t) \cos \left(2 \pi f_{c} t\right)+\hat{m}(t)\sin \left(2 \pi \cdot f_{c} \cdot t\right) where \hat{m}(t) denotes the Hilbert transform of m(t) and the bandwidth of m(t) is very small compared to f_{c} .. The signal s(t) is a

(A) high-pass signal

(B) low-pass signal

(C) band-pass signal

(D) double sideband suppressed carrier signal

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Signal s(t)=m(t) \cos \left(2 \pi f_{c} t\right)+\hat{m}(t) \sin \left(2 \pi f_{c} t\right) This is the equation of SSB-SC so it will look like band-pass signal.
Hence, the correct option is (C).

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