Laura Ryan
Rests
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
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For more information, please see full course syllabus of Music Theory
For more information, please see full course syllabus of Music Theory
Music Theory Rests
Lecture Description
In this lesson, our instructor Laura Ryan goes through an introduction of rests as representations of silence. Similar to her rhythmic notation lessons, she begins with whole rests, moves on to half rests, and finishes off with quarter, eighth, sixteenth, and thirty-second notes. Laura finishes with placements of rests on the staff.
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Post by Anulekh Joshi on May 5, 2015
I did not understand the rests portion in the time signature 3/4, could you please explain me again?
is that a bar line before the half rest in 3/4?