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				| 1. | What is the basic relationship between the spectrum o f the real band pass signal x(t) and the spectrum of the equivalent low pass signal xl(t)? | 
| A. | X (F) = ( frac{1}{2} [X_l (F-F_c)+X_l^* (F-F_c)] ) | 
| B. | X (F) = ( frac{1}{2} [X_l (F-F_c)+X_l^* (F+F_c)] ) | 
| C. | X (F) = ( frac{1}{2} [X_l (F+F_c)+X_l^* (F-F_c)] ) | 
| D. | X (F) = ( frac{1}{2} [X_l (F-F_c)+X_l^* (-F-F_c)] ) | 
| Answer» E. | |