Seventh Chords

The name gives it away: seventh chords chords must have some kind of seventh in them. Indeed, they are triads bringing their plus-one. Here are some examples with root $G$:

X:1 L:1/4 K: C "GΔ"[GBd^f] | "Gm7"[G_Bdf] | "G7"[GBdf] | "Go7"[G_B_d_f] | "Gø"[G_B_df] ||

The first of these examples, the $G^\triangle$ is a G major 7. In this chord symbol, $G$ signifies that the base triad is G major, and the $\triangle$ specifies the character of the seventh -- this one is a major seventh, as opposed to a minor seventh. Read 1-intervals{.interpreted-text role="doc"} first if you don't know what this means. Here are three examples of major seventh chords:

$$\begin{aligned} G^\triangle &= \left\{ \underbrace{g, b, d}_{G \text{ major triad}} +\quad \underbrace{f\sharp}_{\text{major seventh}} \right\}\\ D^\triangle &= \left\{ \underbrace{d, f\sharp, a}_{D \text{ major triad}} +\quad \underbrace{c\sharp}_{\text{major seventh}} \right\}\\ B\flat^\triangle &= \left\{ \underbrace{b\flat, d, f}_{B\flat \text{ major triad}} +\quad \underbrace{a}_{\text{major seventh}} \right\}\\ \end{aligned}$$

The same principle applies to the other seventh chords. A $\minor7$-chord is made up out of a minor triad and a minor seventh.

$$\begin{aligned} G\minor7 &= \left\{ \underbrace{g, b\flat, d}_{G \text{ minor triad}} +\quad \underbrace{f}_{\text{minor seventh}}\right\}\\ D\minor7 &= \left\{ \underbrace{d, f, a}_{D \text{ minor triad}} +\quad \underbrace{c}_{\text{minor seventh}}\right\}\\ B\flat\minor7 &= \left\{ \underbrace{b\flat, d\flat, f}_{B\flat\text{ minor triad}} +\quad \underbrace{a\flat}_{\text{minor seventh}}\right\} \end{aligned}$$

Here are some examples of $7$-chords, known as dominant chords for reasons that will become clear in the next post about chord progressions.

$$\begin{aligned} G7 &= \left\{ \underbrace{g, b, d}_{G \text{ minor triad}} +\quad \underbrace{f}_{\text{minor seventh}}\right\}\\ D7 &= \left\{ \underbrace{d, f\sharp, a}_{D \text{ minor triad}} +\quad \underbrace{c}_{\text{minor seventh}}\right\}\\ B\flat7 &= \left\{ \underbrace{b\flat, d, f}_{B\flat\text{ minor triad}} +\quad \underbrace{a\flat}_{\text{minor seventh}}\right\} \end{aligned}$$

You should be able to assemble the other seventh chords yourself, based on the information in this table:

NameNotation exampleBase triad typeSeventh type
Major seventh$C^\triangle$MajorMajor
Minor seventh$C\minor7$MinorMinor
Minor major$C_\minor^\triangle$MinorMajor
Diminished$C^o$DiminishedDiminished (enharmonically equivalent to $M6$)

And this decision tree may help you structure the various types of seventh chords into categories in your mind. Don't worry if it the information does not seem very actionable right now, the next part about chord progressions will help a lot with that.

graph TB; Start--m3-->mhdd[Minor, half-diminished or diminished]; mhdd--b5-->hdd[Half-diminished or diminished]; hdd--bb7-->o7[o7, diminished]; hdd--m7-->ø[ø, half-diminished]; mhdd--P5-->mMm7[m7 or minor major]; mMm7--M7-->mM[Minor major]; mMm7--m7-->m7[Minor 7]; Start--M3-->M[Major]; M--M7-->M7[Δ]; M--m7-->7[7];