A generic 4th inverts to a:

Question

A generic 4th inverts to a:

BlackTom AI · Accepted Answer

The question asks: A generic 4th inverts to a:

Option 1: generic unison — This is incorrect. Inversion pairs map a fourth to a fifth, not to a unison.

Option 2: generic 2nd — This is incorrect. A second is the inversion of a seventh, not a fourth.

Option 3: generic 3rd — This is incorrect. A third is the inversion of a sixth, not a fourth.

Option 4: generic 4th — This is incorrect. If you invert a fourth, you do not get another fourth; inversion changes the interval by stepping to its complementary interval.

Option 5: generic 5th — This is correct. In tonal music theory, the inversion of a perfect fourth is a perfect fifth (a fourth becomes a fifth when inverted).

Option 6: generic 6th — This is incorrect. A sixth corresponds to the inversion of a third, not a fourth.

Option 7: generic 7th — This is incorrect. A seventh corresponds to the inversion of a second, not a fourth.

Option 8: generic octave — This is incorrect. An octave inversion would relate to octave complement, not a fourth.

In short, recognizing interval inversions, a 4th inverts to a 5th, which aligns with the provided answer.

A generic 4th inverts to a:Single choice

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