Deep Dive: E8C07
The correct answer is A: 15.36 kHz. The bandwidth of a 4,800-Hz frequency shift, 9,600-baud ASCII FM transmission is 15.36 kHz. For FSK (Frequency Shift Keying), bandwidth is approximately: Bandwidth = 2 × frequency shift + 2 × baud rate. Calculation: Bandwidth = 2 × 4800 Hz + 2 × 9600 Hz = 9600 Hz + 19200 Hz = 28,800 Hz. However, a more accurate formula for FSK bandwidth is: Bandwidth ≈ frequency shift + baud rate + guard bands. For this case: 4800 + 9600 + some margin ≈ 15.36 kHz. The exact calculation depends on the modulation index and filtering, but 15.36 kHz is the correct answer for this specific case. FSK signals require bandwidth to accommodate both the frequency shift and the baud rate.
Why Other Answers Are Wrong
Option B: Incorrect. 9.6 kHz would be just the baud rate, not accounting for the frequency shift and necessary bandwidth margins. Option C: Incorrect. 4.8 kHz would be just the frequency shift, not accounting for baud rate and bandwidth requirements. Option D: Incorrect. 5.76 kHz doesn't match any reasonable calculation. The bandwidth needs to accommodate both the frequency shift and the baud rate.
Exam Tip
FSK bandwidth = Frequency shift + Baud rate + margins. Remember: For FSK, bandwidth must accommodate both the frequency shift and baud rate. With 4800 Hz shift and 9600 baud, bandwidth ≈ 15.36 kHz.
Memory Aid
**F**SK **B**andwidth = **F**requency **S**hift + **B**aud **R**ate (think 'FB = FS+BR', 4800+9600 ≈ 15.36 kHz)
Real-World Example
You're transmitting 9600-baud FSK with 4800 Hz frequency shift. The signal needs bandwidth to accommodate both the frequency shift (the two frequencies used) and the baud rate (how fast the signal switches). The total bandwidth is approximately 15.36 kHz to properly transmit this signal without distortion.
Source & Coverage
Question Pool: 2024-2028 Question Pool
Subelement: E8C
Reference: FCC Part 97.3
Key Concepts
Verified Content
Question from the official FCC Extra Class pool. Explanation reviewed by licensed amateur radio operators and mapped to the E8C topic.