
Laura Ryan
Music Theory
Slide Duration:Table of Contents
Section 1: Music Theory
Music Theory
32m 43s
- Intro0:00
- Lesson Objectives0:04
- Grand Staff0:16
- Difference Between Single Staff and Grand Staff0:25
- A Brace0:53
- Drawing a Treble Clef1:05
- Remembering the Lines of a Treble Clef1:45
- Remembering the Spaces of a Treble Clef2:06
- Remembering the Lines of a Bass Clef2:41
- Remembering the Spaces of a Bass Clef2:46
- Drawing a Bass Clef2:59
- Major Scales3:54
- Using a Pattern of Intervals to Find a Major Scale in Any Key3:59
- Playing a C Scale4:56
- Playing a Series of Whole and Half Steps5:14
- Counting Intervals on the Keyboard6:05
- Writing a Major Scale6:37
- Writing Below the Staff6:50
- Minor Scales8:09
- Counting Whole and Half Steps of a Minor Scale8:58
- Listening to A Minor9:08
- Finding the Interval Pattern of a Minor Scale9:55
- Writing a Scale in Both Treble and Bass Clefs10:59
- Listening to A Minor11:10
- Names of White Keys11:25
- Matching Keyboard Notes to Notes on the Staff12:07
- Finding Middle C on the Keyboard12:20
- Finding Middle C on the Grand Staff12:43
- Stem Directions12:53
- Names of Black Keys13:28
- Black Keys Can Have Two Different Names13:38
- Sharp = Raise Half Step13:53
- Flat = Lower Half Step14:06
- White Key Half Step Example: E and F15:08
- Finding Black Keys on the Staff15:53
- Writing Sharps and Flats on the Staff16:02
- Writing Sharps and Flats After Letters17:27
- How to Play Chords17:44
- Playing a C Major Chord18:02
- Playing Every Other Key to Form a Chord18:52
- Writing Chords on the Staff19:00
- Chord Progressions19:24
- Chord Progressions are a Series of Chords19:28
- Writing Chord Progressions on the Staff10:03
- Playing Chord Progressions on the Keyboard21:40
- Example 1: Grand Staff22:07
- Example 2: Major Scale on Keyboard22:52
- Example 3: Minor Scale on Keyboard23:49
- Example 4: Naming White and Black Keys25:14
- Example 5: Chords27:33
- Example 6: Exploring Chord Progressions28:47
Section 2: Properties of the Grand Staff
Staff, Treble Clef & Bass Clef
9m 30s
- Intro0:00
- Lesson Objectives0:07
- The Staff, Five Lines0:18
- The Staff Always Has Five Lines0:32
- Ledger Lines0:45
- Why The Staff Only Has Five Lines1:00
- The Staff, Four Spaces1:22
- Writing Space Notes Between Ledger Lines1:32
- Treble Clef1:41
- The Clef Tells You Which Note is Where1:47
- Writing a Treble Clef2:00
- Using Phrases to Remember the Order of the Lines2:38
- Bass Clef2:58
- Writing a Bass Clef3:10
- Using Phrases to Remember the Order of the Lines3:54
- The Grand Staff4:57
- The Grand Staff is the Treble Clef and Bass Clef Connected by a Brace5:00
- What the Brace Means5:32
- Chords7:00
- Example 1: Treble Clef7:17
- Example 2: Bass Clef8:16
- Example 3: Grand Staff8:46
Bar Lines & Measures
18m 5s
- Intro0:00
- Lesson Objectives0:06
- Bar Lines0:22
- Where the Bar Line Begins and Ends0:35
- Measures are Used to Think of Music in Smaller Pieces1:00
- Bar Lines Divide A Set Amount of Beats For Each Measure2:03
- Measures2:24
- 4/4 Time Signature2:43
- Only 4 Beats in Every Measure When There is a 4/4 Time Signature2:39
- In a Measure, Notes are Spaced Away from the Measure4:12
- Listening to the Example4:45
- Double Bar Lines5:59
- Representing the End and Beginning of Examples6:20
- Listening to the Example7:07
- Repeat Signs9:03
- First and Second Endings10:34
- Listening to the Example12:55
- Example 1: Creating Bar Lines14:04
- Example 2: Creating Double Bar Lines14:17
- Example 3: Creating Bar Lines, Double Bar Lines and Repeat Sign14:39
- Example 4: Creating First and Second Endings15:24
Section 3: Notes and Rhythms
Rhythmic Notation
18m 44s
- Intro0:00
- Lesson Objectives0:06
- Whole Notes0:18
- Writing Whole Notes0:24
- Whole Notes are 4 Beats0:30
- Listening to a Whole Note0:56
- Octave1:26
- Writing and Identifying Example Whole Notes1:48
- Half Notes4:17
- Half Notes are Connected to a Staff4:21
- Half Notes are 2 Beats4:24
- Writing Half Notes4:38
- Rules for Stem Directions5:10
- Quarter Notes7:06
- Quarter Notes are 1 Beat1:14
- Writing Quarter Notes on the Staff7:54
- Stem Direction9:16
- It's Okay to Have a Down Stem and Up Stem in the Same Measure10:09
- Example 1: Whole Notes10:56
- Example 2: Half Notes11:26
- Example 3: Quarter Notes11:51
- Example 4: Quarter Notes12:59
- Example 5: Stem Direction13:01
- Example 6: Rhythmic Combinations14:25
Time Signature
18m 49s
- Intro0:00
- Lesson Objectives0:06
- 4/40:21
- What the Top and Bottom Numbers Represent0:46
- 4 = Quarter Note1:15
- Review of Whole, Half, and Quarter Notes1:36
- Fill in 4 Counts for Every Measure1:54
- Listening to the Example3:27
- 4/4 Continued5:23
- Listening to the Example6:14
- Middle C6:22
- 2/47:52
- 2 = Beats/Measure8:04
- Writing 2/4 on the Staff9:03
- 2/4 Continued9:11
- Listening to the Example10:33
- Example 1: 4/411:26
- Example 2: 4/413:11
- Example 3: 2/413:38
- Example 4: 2/414:32
Rhythmic Notation, Continued
27m 57s
- Intro0:00
- Lesson Objectives0:07
- Dotted Half Notes0:39
- Dots Add Half of the Note's Beat to Itself1:15
- Dotted Half Notes = 3 Quarter Notes = 3 Beats1:47
- Dotted Quarter Notes2:03
- Having Three Beats in a Measure2:30
- 3/4 Time Signature = 3 Counts per Measure2:58
- Dotted Quarter Notes3:34
- Eighth Notes Are Half of a Quarter Note3:44
- Dotted Quarter Notes = 1.5 Beats4:30
- Eighth Notes5:56
- Two Eighth Notes in Every Quarter Note6:01
- Listening to the Example7:18
- Dotted Eighth Notes8:34
- 1 Eighth Note = 2 Sixteenth Notes8:42
- Eighth Notes Barred and Separate9:57
- Sixteenth Notes11:00
- 1 Sixteenth Note = Half of an Eighth Note11:09
- Dotted Sixteenth Notes12:43
- 1 Sixteenth Note = 2 Thirty-Second Notes13:03
- Sixteenth Notes Barred and Separate14:27
- Thirty-Second Notes16:03
- Listening to the Example17:30
- Thirty-Second Notes Barred and Separate18:25
- Example 1: Dotted Half Notes18:51
- Example 2: Dotted Quarter Notes19:55
- Example 3: Eighth Note Combinations21:13
- Example 4: Sixteenth Note Combinations23:16
- Example 5: Thirty-Second Note Combinations24:26
Rests
32m 58s
- Intro0:00
- Lesson Objectives0:07
- Whole Rests0:47
- Writing the Whole Rest0:59
- How Many Counts a Whole Rest is in Different Time Signatures1:30
- Half Rests1:50
- How Many Counts a Half Rest is1:53
- Writing a Half Rest2:10
- Listening to a Whole Rest2:38
- Half Rests are Two Counts of Silence3:19
- Difference Between Writing a Half and Whole Rest4:19
- Quarter Rests4:45
- Quarter Rests are One Count of Silence4:49
- Review of Writing Whole and Half Rests5:07
- Writing a Quarter Rest5:25
- Listening to a Quarter Rest6:59
- Eighth Rests7:57
- Writing an Eighth Rest8:06
- Review of Whole, Half, and Quarter Rests8:14
- Listening to an Eighth Rest9:33
- Two Eighth Rests in a Row10:09
- Sixteenth Rests10:32
- Writing a Sixteenth Rest10:40
- Review of Whole, Half, Quarter, and Eighth Rests11:27
- Listening to a Sixteenth Rest12:15
- Thirty-Second Rests13:31
- Review of Whole, Half, Quarter, Eighth, and Sixteenth Rests13:49
- Written Example with Thirty-Second Rests14:28
- Not Writing the Bar Over a Rest16:04
- Listening to a Thirty-Second Rest16:29
- Explanation of Rest Placement17:12
- Writing the Eighth Rest17:54
- Exploration of Rest Placement Continued18:41
- Writing the Sixteenth Rest18:42
- Writing the Thirty-Second Rest19:14
- Example 1: Whole Rests19:41
- Example 2: Half Rests20:41
- Example 3: Quarter Rests21:58
- Example 4: Eighth Rests23:10
- Example 5: Sixteenth Rests25:14
- Example 6: Thirty-Second Rests27:27
- Example 7: Completing 4/4 Measures with Rests31:20
- Example 8: Completing 2/4 Measures with Rests31:53
Section 4: Keyboard Basics
Introduction of Keyboard
19m 11s
- Intro0:00
- Lesson Objectives0:10
- Visual Presentation of the Keyboard0:35
- Introduction of Middle C1:28
- Locate C Key1:50
- Middle C Key2:22
- Middle C on This Keyboard3:22
- C in Octaves3:34
- Eight Keys3:53
- Middle C on the Grand Staff Treble Clef4:35
- Middle C on the Grand Staff Bass Clef5:45
- C on Keyboard6:41
- Illustration of Every C on the Piano Keyboard7:22
- C on Keyboard7:54
- Bass Clef9:22
- Listen to More Octaves10:02
- Example 1: Writing Middle C on Treble Clef11:14
- Example 2: Writing Middle C in Bass Clef12:50
- Example 3: Writing Every C on the Keyboard14:06
- Example 4: Finding Middle C on the Keyboard16:38
- Example 5: Every C on a Keyboard17:47
Finding D E F G A B on the Keyboard
24m 46s
- Intro0:00
- Lesson Objectives0:11
- Treble Clef C D E F G A B0:34
- Finding C0:56
- Finding D1:13
- Finding E1:25
- Finding F1:33
- Finding G, A and B1:52
- Bass Clef C D E F G A B2:30
- Playing C, D, E, F, G, A, B2:46
- Finding C4:16
- Finding D, E, F, G, A, B4:39
- White Key Whole Step5:08
- Half Steps5:44
- Whole Steps5:59
- Identifying Half and Whole Steps6:19
- Pattern of Half and Whole Steps7:38
- White Key Half Step8:07
- Sounds of Half Steps8:30
- Treble Clef C D E F G A B9:21
- Writing Treble Clef Notes on the Staff9:42
- Listening to Treble Clef C, D, E, F, G, A, and B10:30
- Drawing Bar Lines11:12
- Bass Clef C D E F G A B11:30
- Listening to Bass Clef C, D, E, F, G, A, and B12:10
- Drawing Bar Lines12:52
- White Key Whole Step and Half Step13:19
- Writing Whole Steps on the Staff13:38
- Writing Half Steps on the Staff15:03
- Example 1: Writing C D E F G A B in Treble Clef15:59
- Example 2: Writing C D E F G A B in Bass Clef16:48
- Example 3: Writing White Key Whole Steps18:53
- Example 4: Writing White Key Half Steps19:57
- Example 5: Finding C D E F G A B on the Keyboard20:47
- Example 6: Finding White Key Whole and Half Steps21:55
Identifying Black Keys
27m 22s
- Intro0:00
- Lesson Objectives0:14
- Sharp Keys C# D# E# F# G# A# B#0:31
- Sharp Something by Raising it by a Half Step0:45
- Listening to Sharps0:50
- Finding Sharps on the Keyboard1:38
- White Keys That Are Also Sharp2:19
- Flat Keys D Flat, E Flat, F Flat, G Flat, A Flat, B Flat, C Flat2:25
- Finding Flats on the Keyboard2:37
- White Keys That Are Also Flat2:57
- Enharmonic Keys: One Note with Two Names3:05
- Whole Steps Using Black Keys3:20
- Two Half Steps = One Whole Step3:50
- Finding Half and Whole Steps on the Keyboard4:03
- Half Step + Half Step = Whole Step5:27
- Half Steps Using Black Keys5:58
- Writing a Sharp or Flat After the Letter6:12
- Listening to the Chromatic Scale6:50
- Chromatic Movement7:22
- Writing Sharps on the Staff7:32
- Middle Box Needs to Intersect the Line or Space That It's Referring To7:37
- The Order of Sharps8:09
- Sharps in the Bass Clef8:27
- In the Staff, The Sharp or Flat Comes Before the Note8:43
- Using Sharps While Ascending, Using Flats While Descending9:07
- Writing Flats on the Staff9:34
- The Order of Flats9:37
- Using Flats While Descending10:03
- Using Sharps While Ascending10:19
- Writing Black Key Whole and Half Steps10:26
- Playing Half Steps on the Keyboard10:45
- Writing Whole Steps on the Staff With Sharps and Flats While Ascending and Descending11:00
- Listening to the Example12:02
- Example 1: Writing Sharp and Flat Notes in Treble Clef12:58
- Example 2: Writing Sharp and Flat Notes in Bass Clef16:56
- Example 3: Writing Black Key Whole Steps18:08
- Example 4: Writing Black Key Half Steps21:00
- Example 5: Finding Sharps on the Keyboard24:06
- Example 6: Finding Flats on the Keyboard24:47
- Example 7: Finding Black Key Whole and Half Steps on the Keyboard25:18
C Major Scale Whole & Half Steps
19m 19s
- Intro0:00
- Lesson Objectives0:11
- C Major Scale on Keyboard0:24
- Pattern of Whole and Half Steps for Major Scales1:49
- C Major Scale on the Staff4:30
- Ascending and Descending Scales5:18
- C Major Whole and Half Steps on the Staff6:36
- Example 1: Writing out C Major Scale in Treble Clef7:55
- Example 2: Writing out C Major Scale in Bass Clef9:56
- Example 3: Illustrating the Whole/Half Step Pattern in C Major10:50
- Example 4: Using the Whole/Half Step Pattern to Find a Major Scale on 'D'12:37
- Writing D Major Scale on Staff15:06
- Example 5: Finding and Playing C Major on Keyboard15:50
- Example 6: Finding and Playing D Major on Keyboard Using the Whole/Half Step Pattern16:23
- Finding and Playing F Major on Keyboard Using the Whole/Half Step Pattern17:58
Section 5: Intervals
Major, Minor, Perfect & Numbered Intervals
27m 50s
- Intro0:00
- Lesson Objectives0:10
- Numbering Notes of C Major Scale on Keyboard0:22
- Scale Degrees of C Major Scale1:00
- Illustration of Major and Minor Intervals of C Major Scale1:46
- Major 2nd (M2)2:34
- Major 3rd (M3)2:43
- M is the Abbreviation for 'Major'3:04
- Perfect 4th (P4)3:44
- P is the Abbreviation for 'Perfect'3:50
- Perfect 5th (P5)4:03
- Major 6th (M6)4:18
- Major 7th (M7)4:27
- Perfect 8th or Perfect Octave (P8)4:42
- Listening to the Major Intervals on the Keyboard5:15
- Minor Intervals of the C Major Scale6:59
- Half Steps are Minor Intervals7:50
- Hearing the Difference Between Major and Minor Intervals8:47
- Illustration of Perfect Intervals in C Major Scale8:56
- Listening to the Perfect Intervals of C Major9:29
- Counting Half Steps of P410:05
- Counting Half Steps of P510:26
- Counting Half Steps of P810:43
- Numbering Intervals of C Major Scale on the Grand Staff11:01
- Identifying Major and Minor Intervals of C Major Scale on Grand Staff12:04
- Finding Major and Minor Intervals on the Grand Staff12:38
- Every Whole Step is M2, Every Half Step is m213:48
- Identifying Perfect Intervals of C Major Scale on Grand Staff14:13
- Drawing and Playing Intervals as Chords14:57
- Example 1: Finding Major Intervals in C Major Scale16:32
- Example 2: Finding Minor Intervals in C Major Scale17:07
- Example 3: Finding Perfect Intervals in the C Major Scale17:38
- Example 4: Writing Major Intervals of C Major Scale18:45
- Example 5: Writing Minor and Perfect Intervals of C Major Scale20:07
- Example 6: Writing Major, Minor and Perfect Intervals Independent of the C Major Scale21:26
- Counting Half Steps of M322:57
- Counting Half Steps of P423:55
- Counting Half Steps of P524:43
- Counting Half Steps of M625:09
- Counting Half Steps of M726:14
- Example 7: Numbering Intervals26:49
Section 6: Major and Minor Keys
Circle of Fifths
24m 55s
- Intro0:00
- Lesson Objectives0:06
- C0:21
- Circle of Fifths0:33
- Relative Minor Keys0:44
- Relative Minor Key to C is A Minor0:56
- Listening to the C Scale1:10
- To Find the Relative Minor, Go Down 4 Half Steps1:20
- The Relative Minor Shares the Key Signature of the Major Scale1:42
- C, G1:58
- Relative Minor to G Major is E Minor2:07
- Always Use the Natural Minor for Relative Minors2:36
- Why It's Called the Circle of Fifths2:59
- C, G, D3:35
- Finding the Relative Minor of D Major4:17
- C, G, D, A4:42
- Finding the Relative Minor of A Major5:03
- Relative Minor of A Major is F# Minor5:10
- C, G, D, A, E5:50
- Relative Minor of E Major is C# Minor6:03
- C, G, D, A, E, B/C Flat7:19
- Relative Minor of B Major / C Flat Major is G# Minor8:00
- Listening to B Major and G# Minor8:28
- C, G, D, A, E, B/C Flat, F#/G Flat9:14
- The Relative Minor of F# Major / G Flat Major is D# Minor10:04
- F# Major / G Flat Major and D# Minor Have Six Sharps / Six Flats10:25
- C, G, D, A, E, B/C Flat, F#/G Flat, D Flat/C#11:55
- The Relative Minor of D Flat Major / C # Major is B Flat Minor12:24
- Listening to D Flat/C# Major and B Flat Minor13:08
- C, G, D, A, E, B/C Flat, F#/G Flat, D Flat/C#, A Flat14:06
- Listening to A Flat Major and F Minor14:48
- C, G, D, A, E, B/C Flat, F#/G Flat, D Flat/C#, A Flat, E Flat15:19
- E Flat Major Has Three Flats, And Its Relative Minor is C Minor15:52
- Listening to E Flat Major and C Minor16:00
- C, G, D, A, E, B/C Flat, F#/G Flat, D Flat/C#, A Flat, E Flat, B Flat16:23
- B Flat Major Has Two Flats, And Its Relative Minor is G Minor16:55
- Listening to B Flat Major and G Minor17:10
- C, G, D, A, E, B/C Flat, F#/G Flat, D Flat/C#, A Flat, E Flat, B Flat, F17:25
- F Major Has One Flat, And Its Relative Minor is D Minor18:00
- Example 1: Play Circle of Fifths18:31
- Writing the Major Keys of the Circle of Fifths18:32
- Writing the Relative Minor Keys of the Circle of Fifths20:20
- Listening to the Circle of Fifths22:01
Minor Scales
34m 12s
- Intro0:00
- Lesson Objectives0:06
- Natural Minor0:42
- Natural Minor has Lowered Third, Sixth, and Seventh1:49
- Lowering the Third, Sixth, and Seventh to Find A Minor2:34
- Listening to the Difference Between a Major Scale and a Natural Minor Scale4:28
- Natural Minor Continued5:14
- Listening to the Difference Between a C Major Scale and a C Natural Minor Scale5:59
- Writing C Natural Minor on the Staff6:28
- Harmonic Minor7:14
- Harmonic Minor Has One Difference from Natural Minor7:19
- Review of Natural Minor7:36
- In Harmonic, You Lower the Third and the Sixth, But You Keep the Seventh as it Would Be in a Major Scale8:01
- Listening to the Major, Natural Minor, and Harmonic Minor Scales9:05
- Harmonic Minor Continued10:26
- Writing C Harmonic Minor on the Staff10:43
- Listening to C Harmonic Minor11:20
- Melodic Minor11:47
- Melodic Minor Differs When Ascending and Descending12:15
- Writing Ascending and Descending Melodic Minor on the Staff13:00
- Listening to Melodic Minor13:30
- Melodic Minor Continued14:13
- Writing C Melodic Minor on the Staff14:18
- Listening to C Melodic Minor15:27
- Example 1: Writing Natural Minor16:04
- Example 2: Writing Harmonic Minor17:54
- Example 3: Writing Melodic Minor19:35
- Example 4: Exploring Natural Minor Intervals24:08
- Augmented = An Interval with the Second Note Raised One Half Step27:07
- Diminished = Lowered Half Step27:42
- Example 5: Exploring Harmonic Minor Intervals27:52
- Example 6: Exploring Melodic Minor Intervals30:19
Key Signatures
32m 43s
- Intro0:00
- Lesson Objectives0:09
- Keys of G and D0:16
- Writing and Listening to G Major on the Grand Staff0:18
- Writing and Listening to D Major on the Grand Staff1:36
- Keys of A and E3:24
- Writing A Major on the Staff3:25
- Writing E Major on the Staff4:14
- Listening to A and E Majors4:44
- Keys of B and F#6:04
- Writing B Major on the Staff6:06
- Writing F# Major on the Staff6:54
- Listening to B and F# Majors7:31
- Key of C#8:47
- Writing C# Major on the Staff9:40
- Listening to C# Major10:11
- Keys of F and B Flat10:34
- Writing F Major on the Staff10:44
- Writing B Flat Major on the Staff11:17
- Listening to F and B Flat Majors11:46
- Keys of E Flat and A Flat12:33
- Writing E Flat Major on the Staff13:00
- Writing A Flat Major on the Staff13:57
- Listening to E Flat and A Flat Majors14:46
- Keys of D Flat and G Flat16:12
- Writing D Flat Major on the Staff16:20
- Writing G Flat Major on the Staff17:04
- Listening to D Flat and G Flat Majors17:48
- Key of C Flat18:58
- Writing C Flat Major on the Staff19:00
- Listening to C Flat Major19:45
- Example 1: Order of Sharps20:30
- Phrase for Sharps Backwards: Bead, G, C, F21:15
- Example 2: Order of Flats21:39
- Order of Flats is the Order of Sharps Backwards21:41
- Example 3: Identify Keys of G and D22:17
- Example 4: Identify Keys of A and E23:55
- Example 5: Identify Keys of B, F# and C#25:48
- Example 6: Identify Keys of F, B Flat and E Flat27:56
- Example 7: Identify Keys of A Flat, D Flat and G Flat29:58
- Example 8: Identify Key of C Flat31:33
The Major Scale in 12 Different Keys
37m 10s
- Intro0:00
- Lesson Objectives0:14
- C Major0:40
- C# (D Flat) Major2:14
- C# Major2:24
- D Flat Major4:12
- D Major6:24
- E Flat Major7:57
- Why E Flat Major is not known as D# Major9:38
- E Major10:26
- F Major11:33
- F# (G Flat) Major12:49
- G Major14:59
- A Flat Major15:38
- Why A Flat Major is not known as G# Major16:11
- A Major18:30
- B Flat Major20:13
- B (C Flat) Major21:15
- Example 1: Create a Major Scale on C25:37
- Example 2: Create a Major Scale on D26:10
- Example 3: Create a Major Scale on E26:37
- Example 4: Create a Major Scale on F28:36
- Example 5: Create a Major Scale on G28:57
- Example 6: Create a Major Scale on A29:32
- Example 7: Create a Major Scale on B30:33
- Example 8: Create a Major Scale on C#31:13
- Example 9: Create a Major Scale on E Flat32:35
- Example 10: Create a Major Scale on F#34:11
- Example 11: Create a Major Scale on A Flat34:48
- Example 12: Create a Major Scale on B Flat35:53
Section 7: Scale Degrees
Scale Degrees
25m 55s
- Intro0:00
- Lesson Objectives0:08
- Tonic0:25
- Supertonic1:52
- Mediant3:39
- Subdominant5:03
- Dominant6:53
- Submediant9:13
- Leading Tone11:10
- Altered Scale Degrees in Natural Minor13:30
- Natural Minor has a Flat Mediant (3rd), Flat Submediant (6th), and FlatLeading Tone (7th)13:58
- Altered Scale Degrees in Harmonic Minor15:10
- Harmonic Minor has a Flat Mediant (3rd), Flat Submediant (6th), and Sharp Leading Tone (7th)15:29
- Altered Scale Degrees in Melodic Minor16:42
- Melodic Minor is Different Ascending and Descending16:58
- Melodic Minor has an Ascending Flat Median (3rd), Sharp Submediant (6th), and Sharp Leading Tone (7th), but a Descending Flat Mediant (3rd), Flat Submediant (6th), and Flat Leading Tone (7th)17:12
- Example 1: Finding the Tonic18:34
- Example 2: Finding the Supertonic19:18
- Example 3: Finding the Mediant19:55
- Example 4: Finding the Subdominant20:08
- Example 5: Finding the Dominant20:30
- Example 6: Finding the Submediant20:54
- Example 7: Finding the Leading Tone21:16
- Example 8: Natural Minor Scale Degrees21:45
- Example 9: Harmonic Minor Scale Degrees22:26
- Example 10: Melodic Minor Scale Degrees24:07
Section 8: Accidentals
Double Sharps & Flats
13m 40s
- Intro0:00
- Lesson Objectives0:12
- Review of Sharp0:19
- Double Sharp1:13
- X = Double Sharp1:35
- Double Sharp In a Scale3:58
- Review of Flat5:59
- Double Flat7:24
- Two Flat Signs = Double Flat7:34
- Use of Double Flat In a Scale8:12
- Example 1: Writing Double Sharps11:02
- Example 2: Double Sharp Equivalencies11:30
- Example 3: Writing Double Flats12:11
- Example 4: Double Flat Equivalencies12:42
Section 9: Rhythms
3/4, Simple & Compound Meter
15m 46s
- Intro0:00
- Lesson Objectives0:10
- Time Signature of 3/40:18
- Top Number is How Many Beats per Measure, Bottom Number is What Note Makes One Beat0:28
- 3/4 Has Three Beats per Measure1:06
- 3/4 Continued1:31
- Simple Meter, Duple Simple2:21
- Duple Simple = 2/42:32
- Simple Meter, Triple Simple3:01
- Triple Simple = 3/43:02
- Simple Meter, Quadruple Simple3:38
- Quadruple Simple = 4/43:39
- Compound Meter, Compound Triple4:02
- Compound Triple = 3/84:03
- 3/8 = Three Eighth Notes Per Measure4:28
- Compound Meter, Compound Duple or Simple Triple5:13
- Compound Duple = 6/85:20
- 6/8 = Six Eighth Notes Per Measure5:32
- Simple Triple = 6/85:43
- Compound Meter, Compound Triple6:42
- Compound Triple = 9/86:43
- 9/8 = Nine Eighth Notes Per Measure6:46
- Compound Meter, Compound Quadruple7:41
- Compound Quadruple = 12/8 = Twelve Eighth Notes Per Measure7:42
- Example 1: 3/48:53
- 3/4 Has Three Beats per Measure9:02
- Example 2: Duple Simple9:30
- Example 3: Triple Simple9:51
- Example 3 Part 2: Quadruple Simple10:14
- Example 4: Compound Triple10:39
- Example 5: Compound Duple or Simple Triple11:06
- Example 6: Compound Triple13:53
- Example 7: Compound Quadruple14:37
Section 10: Solfeggio
Solfeggio
20m 32s
- Intro0:00
- Lesson Objectives0:10
- Movable Do0:36
- Fixed Do0:50
- Movable Do: When You Have the Tonic Note of Every Scale as Do0:59
- Re2:42
- Re is the Supertonic, or Second Scale Degree (2nd)2:43
- Mi3:47
- Mi is the Mediant, or Third Scale Degree (3rd)3:55
- Fa4:32
- Fa is the Subdominant, or Fourth Scale Degree (4th)5:10
- Sol6:01
- Sol is the Dominant, or Fifth Scale Degree (5th)6:20
- La7:02
- La is the Submediant, or Sixth Scale Degree (6th)7:10
- Si (Ti)8:54
- Ti was Introduced in America9:00
- Si (Ti) is the Leading Tone, or Seventh Scale Degree (7th)9:55
- Ear Training Do Re Mi Fa Sol La Si Do11:03
- Example 1: Finding Do12:30
- Example 2: Finding Re12:42
- Example 3: Finding Mi12:58
- Example 4: Finding Fa13:32
- Example 5: Finding Sol14:34
- Example 6: Finding La15:08
- Example 7: Finding Si16:02
- Example 8: Finding Combinations of Solfeggio Patterns17:10
Section 11: Triads and Chords
Major Triads
27m 19s
- Intro0:00
- Lesson Objectives0:06
- C Major Triad Root1:00
- Three Notes Stacked on Top of One Another = Chord, and All Notes are Played at the Same Time1:57
- C Major Triad Third2:18
- What a Third is2:21
- A Third is Five Half Steps Above the First Note, or the Root3:06
- C Major Triad Fifth4:27
- Finding The Third6:20
- The Third is Always the Middle Note of a Chord6:37
- Finding the Fifth7:54
- Count up 4 Half Steps from the 3rd to Find the Fifth10:07
- Transposing Triads11:04
- Transposing11:13
- Example 1: Triads on Black Keys13:38
- Example 2: Triads on White Keys18:41
- Example 3: Finding the Root22:36
- Example 4: Finding the Third23:22
- Example 5: Finding the Fifth23:40
- Example 6: Playing a Triad on Every Key25:22
Minor Triads
32m 3s
- Intro0:00
- Lesson Objectives0:07
- C Minor Triad Root0:35
- Finding the Root of the Chord0:58
- Review of Major Triad1:15
- How to Write a Minor Triad1:28
- Writing the C Minor Triad on the Staff1:57
- Major Triads are Labeled with an Uppercase I, But Minor Triads are Labeled with a Lowercase i2:22
- C Minor Triad Third2:39
- Using Half Step Pattern to Find the Third2:55
- Finding the Minor Third Using 4 Half Steps3:33
- C Minor Triad Fifth4:06
- Using Half Step Pattern to Find the Fifth4:24
- Finding the Minor Fifth Using 5 Half Steps4:38
- Half Step Pattern of Major and Minor Chords are Opposite5:39
- Finding the Third6:13
- Converting D Major to D Minor by Lowering the Third6:37
- Using Key Signature to Find Minor Chord7:37
- Writing Out a D Minor Chord7:54
- Finding the Fifth8:22
- Finding the B Flat Minor Chord Using Half Step Pattern8:54
- Playing a B Flat Major and B Flat Minor Scale10:14
- Writing the B Flat Minor Chord on the Staff11:09
- Transposing Minor Triads11:42
- Finding the A Major Chord by Counting Steps11:56
- Writing the Sharps of A Major12:53
- Finding A Major on the Keyboard13:23
- Finding A Minor on the Keyboard by Counting Steps13:40
- Playing A Major Scale on the Keyboard13:59
- Playing A Minor Scale on the Keyboard14:10
- A Minor Doesn't Have Any Accidentals14:40
- Finding D Flat Minor Chord15:32
- The Only Difference Between a Major and Minor Chord is the Third16:54
- Example 1: Finding Minor Triads on Black Keys17:01
- Relative Major and Minor20:50
- Example 2: Finding Minor Triads on White Keys23:08
- Example 3: Finding the Root26:50
- Example 4: Finding the Third27:13
- Example 5: Finding the Fifth27:27
- Example 6: Playing a Minor Triad on Every Key29:24
Augmented Chords
21m 8s
- Intro0:00
- Lesson Objectives0:10
- C Augmented Chord0:29
- The Third of an Augmented Chord is the Same as the Third of a Major Chord0:55
- There are 5 Half Steps Between the Root and Third of an Augmented Chord1:14
- There are 5 Half Steps Between the Third and the Fifth of an Augmented Third1:31
- Writing an Augmented Chord on the Staff2:33
- How to Label an Augmented Chord2:49
- D Augmented Chord2:57
- Counting Half Steps to Find the D Augmented Chord3:03
- Listening to the D Augmented Chord3:45
- E Augmented Chord4:21
- Counting Half Steps to Find the E Augmented Chord4:31
- Writing the E Augmented Chord on the Staff5:16
- F Augmented Chord6:19
- Counting Half Steps to Find the F Augmented Chord6:26
- Listening to the F Augmented Chord7:28
- G Augmented Chord7:53
- Writing the G Augmented Chord on the Staff8:04
- A Augmented Chord8:30
- Counting Half Steps to Find the A Augmented Chord8:40
- Listening to the A Augmented Chord9:10
- B Augmented Chord9:39
- Counting Half Steps to Find the B Augmented Chord9:50
- The B Augmented Chord Has a Double Sharp10:20
- Example 1: Playing C Augmented, Writing C Augmented11:19
- Example 2: Playing D Augmented, Writing D Augmented12:03
- Example 3: Playing E Augmented, Writing E Augmented13:21
- Example 4: Playing F Augmented, Writing F Augmented14:47
- Example 5: Playing G Augmented, Writing G Augmented16:19
- Example 6: Playing A Augmented, Writing A Augmented16:55
- Example 7: Playing B Augmented, Writing B Augmented17:40
Diminished Chords
19m 5s
- Intro0:00
- Lesson Objectives0:07
- C Diminished Chord0:28
- Diminished Chords are Made Up of Two Minor Thirds0:40
- Counting Half Steps to Find the C Diminished Chord0:50
- Listening to the C Diminished Chord1:20
- Reviewing the C Augmented Chord1:41
- D Diminished Chord2:34
- Counting Half Steps to Find the D Diminished Chord2:38
- Listening to the D Diminished Chord3:00
- E Diminished Chord4:11
- Counting Half Steps to Find the E Diminished Chord4:18
- Writing the E Diminished Chord on the Staff5:16
- F Diminished Chord5:24
- Counting Half Steps to Find the F Diminished Chord5:30
- Listening to the F Diminished Chord5:50
- G Diminished Chord6:42
- Counting Half Steps to Find the G Diminished Chord6:44
- Listening to the G Diminished Chord7:05
- A Diminished Chord8:29
- Counting Half Steps to Find the A Diminished Chord8:50
- Listening to the A Diminished Chord9:05
- Listening to the A Minor Chord9:13
- Listening to the A Major Chord9:25
- Listening to the A Augmented Chord9:32
- B Diminished Chord10:00
- Counting Half Steps to Find the B Diminished Chord10:09
- Listening to the B Diminished Chord10:27
- Listening to the B Augmented Chord10:35
- Listening to the B Major Chord10:42
- Listening to the B Minor Chord10:45
- Example 1: Playing D Flat Diminished, Writing D Flat Diminished11:42
- Example 2: Playing E Flat Diminished, Writing E Flat Diminished13:05
- Example 3: Playing F# Diminished, Writing F# Diminished14:01
- Example 4: Playing A Flat Diminished, Writing A Flat Diminished14:51
- Example 5: Playing B Flat Diminished, Writing B Flat Diminished16:36
Section 12: Figured Bass
Roman Numeral Notation in Major & Minor
28m 53s
- Intro0:00
- Lesson Objectives0:09
- Major I0:35
- Creating Chords on Every Scale Degree0:50
- Review of Using Half Steps to Write a Major Chord1:27
- Labeling a Major Chord as I2:08
- Major ii2:20
- ii is a Minor Chord2:34
- Major iii2:48
- iii is a Minor Chord3:04
- Major IV3:10
- IV is a Major Chord3:12
- Major V3:27
- V is a Major Chord3:31
- Major vi3:37
- vi is a Minor Chord3:40
- Major vii04:10
- vii0 is a Diminished Chord4:14
- A Diminished Chord is Two Minor Intervals Stacked on Top of Each Other4:40
- Natural Minor i6:24
- Review of Minor Scale's Lowered Scale Degrees6:30
- Natural Minor ii06:59
- ii0 is a Diminished Chord7:27
- Natural Minor III7:38
- III is a Major Chord7:43
- Natural Minor iv8:01
- iv is a Minor Chord8:17
- Natural Minor v8:23
- v is a Minor Chord8:55
- Natural Minor VI9:04
- VI is a Major Chord9:12
- Natural Minor VII9:22
- VII is a Major Chord9:28
- Review of Natural Minor Chords on Every Scale Degree9:36
- Harmonic Minor i10:44
- Review of Harmonic Minor Scale10:52
- Harmonic Minor ii012:00
- Harmonic Minor III+12:08
- III+ is an Augmented Chord12:19
- An Augmented Chord is Made Up of Two Major Intervals12:31
- Harmonic Minor iv12:54
- Harmonic Minor V13:08
- Harmonic Minor VI13:33
- Harmonic Minor vii013:50
- Review of Harmonic Minor Chords on Every Scale Degree13:56
- Listening to the Harmonic Minor Chords on Every Scale Degree14:41
- Melodic Minor (Ascending) i15:24
- Review of Melodic Minor Scale15:33
- Melodic Minor (Ascending) ii16:43
- Melodic Minor (Ascending) III+17:13
- Melodic Minor (Ascending) IV17:37
- Melodic Minor (Ascending) V17:57
- Melodic Minor (Ascending) vi018:16
- Melodic Minor (Ascending) vii018:43
- Review of Melodic Minor Chords on Every Scale Degree (Ascending)18:48
- Listening of Melodic Minor Chords on Every Scale Degree (Ascending)20:06
- Example 1: Major Scale Chord Notation21:02
- Example 2: Natural Minor Scale Chord Notation22:58
- Example 3: Harmonic Minor Chord Notation24:59
- Example 4: Melodic Minor Chord Notation26:50
Section 13: Chords and Inversions
Seventh Chords
16m 52s
- Intro0:00
- Lesson Objectives0:11
- A Seventh Chord is a Triad With An Added Third0:23
- Listening to a Seventh Chord0:35
- Writing a Seventh Chord on the Staff1:05
- Major-Major Seventh Chord, Major Triad + Major Seventh1:18
- Listening to a Major-Major Seventh Chord1:52
- Major-Minor Seventh Chord, Major Triad + Minor Seventh2:29
- Notating a Major-Minor Seventh Chord with a 72:48
- Listening to a Major-Minor Seventh Chord2:58
- Minor-Minor Seventh Chord, Minor Triad + Minor Seventh3:34
- Listening to a Minor-Minor Seventh Chord3:55
- Notating a Minor-Minor Seventh Chord4:57
- Half Diminished Seventh Chord, Diminished Triad + Minor Seventh5:06
- Writing a Half Diminished Seventh Chord5:24
- Listening to a Half Diminished Seventh Chord5:40
- Fully Diminished Seventh Chord, Diminished Triad + Diminished Seventh7:18
- Writing a Fully Diminished Seventh Chord7:34
- Listening to a Fully Diminished Seventh Chord8:02
- Notating a Fully Diminished Seventh Chord8:44
- Example 1: Major-Major Seventh9:46
- Example 2: Major-Minor Seventh10:50
- Example 3: Minor-Minor Seventh11:54
- Example 4: Half-Diminished Seventh13:07
- Example 5: Fully Diminished Seventh14:42
Chord Inversions
22m 51s
- Intro0:00
- Lesson Objectives0:07
- Root Position Triad (5)/(3)0:15
- Root Position G Major0:33
- What the 5 and 3 Represent1:00
- Figured Bass1:14
- Listening to the I Chord1:55
- No Need to Write 5/32:15
- First Inversion Triad 6/(3)2:22
- Why We Write the 6 but Omit the 32:39
- What First Inversion Means3:17
- Listening to the I6 Chord3:25
- Second Inversion Triad 6/44:21
- Fifth Note Becomes the Root4:29
- What the 6 and the 4 Represent4:42
- Listening to the I6/4 Chord5:30
- Root Position Seventh Chord 76:47
- I7 Represents a Seventh Chord6:55
- Listening to the I7 Chord7:31
- First Inversion Seventh Chord 6/5/(3)7:45
- Moving the Tonic to the Top to Create a First Inversion Seventh Chord8:03
- Explanation of Notation 6/58:18
- Listening to the I6/5 Chord9:55
- Second Inversion Seventh Chord (6)/4/311:14
- Moving the Tonic and Submediant to the Top to Create the Second Inversion Seventh Chord11:25
- Explanation of Notation 4/311:52
- Listening to the I4/3 Chord13:27
- Third Inversion Seventh Chord (6)/4/214:08
- Moving the Tonic, Submediant, and Dominant to the Top to Create a Third Inversion Seventh Chord14:20
- Listening to the I4/2 Chord15:05
- Example 1: A Major Root Position15:47
- Example 2: A Major First Inversion16:03
- Example 3: A Major Second Inversion16:25
- Example 4: V717:48
- Example 5: V6/518:27
- Example 6: V6/4/318:59
- Example 7: V6/4/219:38
Loading...
This is a quick preview of the lesson. For full access, please Log In or Sign up.
For more information, please see full course syllabus of Music Theory
Invalid MySQL query: SQLSTATE[HY000]: General error: 2013 Lost connection to server during queryFor more information, please see full course syllabus of Music Theory








































