The Mixolydian Mode

Home » Piano Theory » The Mixolydian Mode

The mode is created by playing the notes of a major scale starting from the fifth note. Here's an example of the mode starting from G, based on a C major scale.

Here's the formula of the Mode:

Whole Step - Whole Step - Half Step - Whole Step - Whole Step - Half Step - Whole Step

How to use the Mixolydian mode When Improvising?

Well, the most significant characteristic of the mode is the lowered seventh. That makes this mode perfect when played over a dominant chord. If we take a II-V-I chord progression for example the mode would be played over the V degree very naturally.

An important tip: The seventh note of the mode is a lowered.
Since F is a very active note in C major scale attracting us toward E we will solve our melodic phrase from F to E as we proceed in the chord progression to the tonic. Notice that the fourth note in the mode could clash with the third note of the dominant chord when it is played over the beat. I recommend playing it only as a passing note (between the beats).

Compositions in the Mode

Old Joe Clark
Dear Prudence
She Moved Through The Fair
Let It Loose

Music Modes

The Ionian Mode
The Dorian Mode
The Phrygian Mode
The Lydian Mode
The Aeolian Mode
The Locrian Mode

Return from the Mixolydian Mode to Piano Theory

How To Play Piano by Chords

THE FAST AND EASY WAY TO LEARN PIANO!

The Ultimate Piano by Chords Learning Kit
Check It Out Now!

"Your entire site is simply fantastic. I really loved it. Now I am learning the basics of piano by myself, with your really great help. Thank you very much!"

Jaime C. from Brazil

"I only started to play about six weeks ago but the last hour of watching your videos about chord progressions has been something of a revelation. You're brilliant!!!!"

Stephen Roberts from U.S.A

"I'm a beginning keyboard player and your video's are an excellent guide. You're absolute not in a hurry, and take time to explain. I'm sure I'll follow all your lessons to get the hang of playing the piano/keyboard!"

Wouter E. from the Netherlands

"Thanks for all your work ( tuto and others ). You're doing a really great job, You're the best internet teacher I know."

Anthony Hassen Cohen from France