S6 Music Practice Paper | Periods And Forms, Cadences, Chinese Opera And Gongche Notation, Rhythm Arithmetic, Instrument Classification And Pitch (with Answers)

S6 Music Practice Paper | Periods and Forms, Cadences, Chinese Opera and Gongche Notation, Rhythm Arithmetic, Instrument Classification and Pitch (with answers)

2026-11-15

Music – Secondary 6

S6 Music practice paper: 6 questions, 24 parts, 100 marks on periods, sonata form, harmony, cadences, pentatonic scale and pitch arithmetic, with full answers.

Paper details　S6 Music Practice Paper | Periods and Forms, Cadences, Chinese Opera and Gongche Notation, Rhythm Arithmetic, Instrument Classification and Pitch (with answers)

Question 1: Periods of Western music and sonata form

Show the year arithmetic; give full names of the form sections.

#	Question	Answer and marking notes
1	The Baroque period is usually dated from 1600 to 1750. Find its length in years.	Answer: 1750 – 1600 = 150, so the Baroque period lasted 150 years.
2	J. S. Bach lived from 1685 to 1750. Find his age at death and name the period in which he worked.	Answer: 1750 – 1685 = 65, so he died aged 65; Bach belongs to the Baroque period.
3	Mozart lived 1756-1791 and Beethoven 1770-1827. Find the age at death of each.	Answer: Mozart 1791 – 1756 = 35 years; Beethoven 1827 – 1770 = 57 years.
4	Sonata form has three main sections. Name them and state one function of the development.	Answer: exposition, development and recapitulation. The development fragments, sequences and modulates the themes, building tension and preparing the recapitulation.

Question 2: Intervals, harmony and cadences

Show the working for semitones and frequencies; ratios may be given as fractions.

#	Question	Answer and marking notes
5	How many semitones are there from C4 up to G5? Name the interval.	Answer: one octave is 12 semitones plus a perfect fifth of 7 semitones, giving 12 + 7 = 19 semitones; the interval is a twelfth (octave plus perfect fifth).
6	A perfect fifth has a frequency ratio of 3 to 2. If the lower note is A4 at 440 Hz, find the frequency of the note a perfect fifth above.	Answer: 440 x 3 / 2 = 660 Hz, which is E5.
7	Compare the authentic cadence (V to I) with the plagal cadence (IV to I) in terms of finality.	Answer: the authentic cadence resolves the dominant, whose leading note rises to the tonic, so it sounds strongly final and usually closes a section or piece; the plagal cadence moves from subdominant to tonic, sounds softer and less final, and is common in amen endings and codas.
8	Name the four voices used in four-part harmony writing.	Answer: soprano, alto, tenor and bass.

Question 3: Pentatonic scale, Chinese opera and gongche notation

Use standard terminology; one example per role type or instrument is enough.

#	Question	Answer and marking notes
9	Name the five degrees of the traditional Chinese pentatonic scale.	Answer: gong, shang, jue, zhi and yu, five degrees in total.
10	In which year was Cantonese opera inscribed on the UNESCO Representative List of the Intangible Cultural Heritage of Humanity? Give one melodic and one percussion accompanying instrument.	Answer: it was inscribed in 2009. A melodic-section instrument is the gaohu (or yangqin, pipa); a percussion-section instrument is the gong or drum (or cymbals).
11	Name the seven basic notes of gongche notation and explain how it maps to solfege.	Answer: shang, che, gong, fan, liu, wu and yi, which map to 1 to 7 (do to si) in numbered notation.
12	Name the four role types of Peking opera and state one feature of the jing role.	Answer: sheng, dan, jing and chou. The jing is the painted-face role, using heavy facial make-up and a broad voice to portray forceful or powerful characters.

Question 4: Metre, rhythm and duration arithmetic

Show the beat count and tempo arithmetic; give units with every answer.

#	Question	Answer and marking notes
13	A piece in 4/4 time runs for 32 bars at 120 beats per minute. Find its duration in seconds.	Answer: 32 x 4 = 128 beats; at 2 beats per second, 128 / 2 = 64 seconds.
14	A piece in 3/4 time is played at 60 beats per minute. Find the duration of one bar in seconds.	Answer: at 60 beats per minute there is one beat per second, and a bar has 3 beats, so each bar lasts 3 seconds.
15	How many quavers are there in a 6/8 bar, and into how many main beats is it grouped?	Answer: six quavers per bar, grouped into 2 main beats of 3 quavers each.
16	How many quavers equal one dotted crotchet?	Answer: a crotchet equals 2 quavers and the dot adds half its value, giving 3 quavers in all.

Question 5: Instrument classification and orchestration

Use standard classification names; for transposing instruments state the sounding pitch.

#	Question	Answer and marking notes
17	The standard classification divides instruments into four classes. Name them and give one example each.	Answer: idiophones such as the wooden block, membranophones such as the timpani, aerophones such as the flute, and chordophones such as the violin.
18	Into which four families are symphony orchestra instruments usually grouped? Give one example each.	Answer: strings (violin), woodwind (clarinet), brass (French horn) and percussion (timpani).
19	A horn in F is written at C4. It sounds a perfect fifth lower than written; name the sounding pitch.	Answer: a perfect fifth below C4 is F3, so the sounding pitch is F3.
20	Which four instruments make up a string quartet?	Answer: first violin, second violin, viola and cello.

Question 6: Frequency, harmonics and cents

Show the working or conversion step; round values as instructed.

#	Question	Answer and marking notes
21	Given A4 at 440 Hz, find the frequencies of A5 one octave above and A3 one octave below.	Answer: A5 = 440 x 2 = 880 Hz; A3 = 440 / 2 = 220 Hz.
22	In equal temperament the ratio between adjacent semitones is the twelfth root of 2. Find it to four decimal places.	Answer: the twelfth root of 2 is about 1.0595, so raising a semitone multiplies the frequency by that ratio.
23	What multiple of the fundamental is the third harmonic, and how many semitones above the fundamental is it?	Answer: the third harmonic is 3 times the fundamental; three times the frequency is an octave plus a perfect fifth, that is 19 semitones.
24	An octave equals 1200 cents and a just perfect fifth about 702 cents. Find the difference from the equal-tempered fifth of 700 cents and name the discrepancy.	Answer: 702 – 700 = 2 cents; this small discrepancy between just intonation and equal temperament is handled in performance by adjusting intonation.

Find a tutor — free Tutor Registration →

A TutorZone practice paper; original questions and passages, not publisher material.