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Over our C minor chord, we get a triplet figure of all B♭s, making the chord a C minor 7. This is followed by the use of a passing tone (Ab) to get from the 7th to the 5th. Finally, over the B♭, we have an F (the fifth of the chord), moving to a G (the 13th, another tension).

We all know that sound is a wave. The curves and spikes of our friend the “waveform” are a graphic representation of that wave’s action, traveling physically through air. If I clap my hands and record it into my DAW, the peaks and troughs on the screen represent the fluctuating changes in air pressure that cause the sensory phenomenon we call sound. These ripples of pressure in the air make our eardrums vibrate, so we can hear that sound.

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That meant wading through lenders who asked for pay stubs and who freaked out when we didn’t have any, or even banks who weren’t interested in working with us at all. We did finally find a lender that was open minded and willing to work with us. It just took a lot of time and patience, and the underwriting process was long.

As we can see, the scales which are used the most in the Western musical system (the ones commonly called Major and Minor scales) are the modes built on the first and sixth degrees of a Major scale.

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Let’s pretend that we have a guitar string tuned to play a note called middle C, which has a frequency of 1 Hz. (In real life, middle C has a frequency of 261.626 Hz, so if you want to think in terms of actual frequencies, just multiply all the numbers in the following paragraphs by 261.626.)

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All are typical phase problems, involving complex signals and interference patterns. With a bit of math at your back, the key is to know how to listen for them and how to fix them.

Soundfly courses are interactive, practice-based, motivational, and inspirational, and these are just some of the reasons why our students have continually come back to us with positive feedback, even more positive results, and often to take more courses in other fields.

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