The question asks why low-frequency signals are not transmitted over long distances and evaluates different statements related to this topic. Let's analyze each option to determine the most suitable choice.
- Option (a): The size of the antenna should be comparable to the signal wavelength, which is unreal solution for a signal of longer wavelength.
- For effective transmission, the antenna size should be approximately equal to the wavelength of the signal. Low-frequency signals have longer wavelengths, which would require impractically large antennas for efficient transmission.
- Option (b): Effective power radiated by a long-wavelength baseband signal would be high.
- This is incorrect. Long-wavelength (low-frequency) signals generally radiate less power efficiently unless amplified or carried by a higher frequency wave.
- Option (c): We want to avoid mixing up signals transmitted by different transmitters simultaneously.
- Low-frequency signals are more susceptible to interference, particularly when multiple signals are present, leading to mixing and distortion.
- Option (d): Low-frequency signal can be sent to long distances by superimposing with a high-frequency wave as well.
- This reflects the process of modulation, where low-frequency signals are transmitted effectively over long distances by being superposed with high-frequency carrier waves, allowing for smaller antennas and more efficient power use.
Based on the analysis, statements (a), (c), and (d) are true, making the correct answer: (a), (c), and (d) are true only.