Guide-linked quiz · Medium Level

Mel-Frequency Cepstral Coefficients Quiz

Test how MFCCs summarize perceptually scaled spectral energies, what the DCT contributes, and why learned audio front ends are common.

Question 1 of 8

What does the 'mel' in MFCC refer to?

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Answers and explanations appear as you take the quiz.

  1. What does the 'mel' in MFCC refer to?
    • The name of the inventor
    • A type of neural network layer
    • A unit of loudness in decibels
    • A perceptual frequency scale that mimics human pitch hearing
  2. Which transform is applied last to produce the cepstral coefficients?
    • Discrete cosine transform
    • Fourier transform
    • Wavelet transform
    • Hilbert transform
  3. Why are MFCCs relatively robust to a speaker's pitch?
    • They amplify the fundamental frequency
    • The DCT separates slow vocal-tract shape from rapid pitch harmonics
    • They ignore amplitude entirely
    • They convert audio to text first
  4. Roughly how many MFCC coefficients are typically kept per frame?
    • Exactly 100
    • Around 1,000
    • Around 13
    • Just 1
  5. Why is the log applied to the mel-band energies?
    • To convert to text
    • To remove all noise perfectly
    • To increase the sampling rate
    • To approximate how humans perceive loudness
  6. In modern deep-learning audio systems, what often replaces handcrafted MFCCs?
    • Raw waveforms or log-mel spectrograms fed into learned front-ends
    • Plain text transcripts
    • Only the Fourier transform with no scaling
    • MIDI files
  7. What do the MFCCs summarize after the discrete cosine transform?
    • The original waveform sample by sample
    • A compact representation of the log mel-spectrum’s broad shape
    • The exact phase of every frequency component
    • The semantic meaning of a spoken sentence
  8. What information is lost when a signal is summarized by a small set of MFCCs?
    • The recording’s entire duration
    • Every estimate of average loudness
    • Fine spectral detail and phase information
    • The existence of a time axis

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