A population-level analysis of associations between school music participation and academic achievement.
Guhn M, Emerson SD, Gouzouasis P · 2020
grade Clongitudinalindependentunreplicated
Sample
112,916 students (15,483 music participants, 97,433 non-participants) across four cohorts in all 60 British Columbia school districts
Population
British Columbia public-school students followed through linked K-12 administrative records; outcomes are provincial EXAM grades in English 10, English 12, Maths 10 and Science 10
Design
The strongest observational case for music, and the one arts advocacy quotes most, so it is worth stating what makes it strong and what makes it insufficient. Strong: population-level administrative data with no volunteer sampling, provincially standardised exams rather than course grades, multilevel models nesting students in schools, and prior achievement (Grade 7 numeracy and reading) controlled. Insufficient: the dataset has NO parental education and NO household socioeconomic status - the authors substitute neighbourhood median income and neighbourhood share with postsecondary education - and no measure of conscientiousness, openness or parental involvement, all of which predict both music enrolment and achievement. Grade C by the archive's grid: a longitudinal study with strong covariate and prior-achievement controls, which is exactly what C describes.
Key findings
Controls cut the raw advantage roughly in half but do not eliminate it: English 12 d = 0.36 unadjusted to 0.22 adjusted; English 10 0.40 to 0.23; Maths 10 0.36 to 0.25; Science 10 0.46 to 0.34. That 41-53% attenuation is the number to carry - it is the size of the selection effect this design can see, and there is no reason to think it is the whole of it. The instrumental versus vocal contrast is the paper's most interesting internal result: adjusted instrumental d = 0.28-0.44 against vocal d = 0.05-0.13, with a dose gradient (five or more instrumental courses gives d = 0.37-0.55). The authors themselves list what is missing with unusual candour, including "children's conscientiousness and openness to new experiences, as well as family context, such as parental involvement at home, attitudes about music, and parenting style", and concede the design "cannot establish cause-effect relationships." They also flag possible OVERcontrol: some children began music before Grade 7, so the prior-achievement covariate may absorb genuine early effects.
Genetic confound
High and unaddressed. Prior achievement at Grade 7 is heavily heritable, parental education is absent entirely, and the substitute is a neighbourhood aggregate. Gustavson et al. (2021) put instrument engagement heritability at 0.78 with a genetic correlation to verbal IQ, which is the mechanism that would generate exactly this residual. Schellenberg and Lima (2024) read the paper this way explicitly: "high-functioning individuals appear to do well in school and to take music lessons, and their intellectual advantages may grow larger over time."
Replication notes
No published critique or reply exists despite 113 citing works. The nearest thing is Schellenberg and Lima's 2024 Annual Review, which accepts the finding and reinterprets it as selection. It is in direct tension with Elpus (2013), where the analogous US association goes to zero once prior achievement enters, and with Foster and Marcus Jenkins (2017). Note the two studies are not measuring the same population: Guhn's participation rate is 14% because guitar and general music were excluded, against Elpus's 36% nationally.
DOI / URL
Effects
| Outcome | Metric | Value | Measure | Timing | Vs | Horizon | Class |
|---|---|---|---|---|---|---|---|
| Provincial exam achievement, music participants versus non-participants, before and after controls | Cohen d | English 12 0.36 unadjusted to 0.22 adjusted; English 10 0.40 to 0.23; Maths 10 0.36 to 0.25; Science 10 0.46 to 0.34. Attenuation of 41-53% in raw grade points once prior achievement, sex, cohort, home language and neighbourhood SES are controlled. | standardized | Grade 10 and Grade 12 provincial examinations | none | not-applicable | domain-skill |
| Instrumental versus vocal music, adjusted | Cohen d | instrumental 0.28-0.44 across the four exams; vocal 0.05-0.13. The authors suggest vocal music does not require notation or an instrument, which may explain the gap. | standardized | Grade 10 and 12 examinations | none | not-applicable | domain-skill |
| Dose gradient among highly engaged students (5+ courses versus no music), adjusted | Cohen d | instrumental 0.37 (Eng 12), 0.40 (Eng 10), 0.55 (Science 10), 0.40 (Maths 10); vocal 0.13, 0.15, 0.26, 0.11 | standardized | Grade 10 and 12 examinations | none | not-applicable | domain-skill |
| What the model could not control for | stated limitations | no parental education, no household SES (neighbourhood aggregates used instead), no conscientiousness or openness, no parental involvement or attitudes to music; private schools excluded; possible overcontrol from Grade 7 scores for children who began music earlier | standardized | not-applicable | none | not-applicable | unclear |
Cited by
- Does learning music make children smarter or better at school?mixedconf: mediumgc: medium