1.

If a possible representation of a band pass signal is obtained by expressing xl (t) as (x_l (t)=a(t)e^{j (t}) ) then what are the equations of a(t) and (t)?

A. a(t) = ( sqrt{u_c^2 (t)+u_s^2 (t)} ) and (t)= (tan^{-1} frac{u_s (t)}{u_c (t)} )
B. a(t) = ( sqrt{u_c^2 (t)-u_s^2 (t)} ) and (t)= (tan^{-1} frac{u_s (t)}{u_c (t)} )
C. a(t) = ( sqrt{u_c^2 (t)+u_s^2 (t)} ) and (t)= (tan^{-1} frac{u_c (t)}{u_s (t)} )
D. a(t) = ( sqrt{u_s^2 (t)-u_c^2 (t)} ) and (t)= (tan^{-1} u2061 frac{u_s (t)}{u_c (t)} )
Answer» B. a(t) = ( sqrt{u_c^2 (t)-u_s^2 (t)} ) and (t)= (tan^{-1} frac{u_s (t)}{u_c (t)} )


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