Students increasingly listen to music while studying, but there’s little concern on whether it actually helps. I surveyed 50 students across academic levels about their music habits, productivity, and focus.
-> Clean the data set
-> Make plot/ table to answer 5
questions:
1. How often people listen to music (across age/ study
level).
2. What’s the Productivity Score by Music-listener and the
non-listener.
3. What type of music help productivity the most.
4. What type of work that listening to music would help/ distract.
5. How they think music would help them (the opinion column) compare to
if music actually help them (calculated by distracting and and
productivity point).
-> The goal was to understand: does music actually improve studying, and does it matter what type you listen to or what task you’re doing?
Proportional bar charts examining music listening habit across age and academic level
## # A tibble: 8 × 4
## # Groups: age [4]
## age listens n propo_a
## <fct> <chr> <int> <dbl>
## 1 Under 18 No 1 0.1
## 2 Under 18 Yes 9 0.9
## 3 18–20 No 4 0.167
## 4 18–20 Yes 20 0.833
## 5 21–23 No 2 0.25
## 6 21–23 Yes 6 0.75
## 7 24+ No 4 0.5
## 8 24+ Yes 4 0.5
## # A tibble: 7 × 4
## # Groups: level [5]
## level listens n propo_le
## <fct> <chr> <int> <dbl>
## 1 Middle school No 1 1
## 2 High school Yes 11 1
## 3 Undergraduate No 9 0.273
## 4 Undergraduate Yes 24 0.727
## 5 Graduate No 1 0.25
## 6 Graduate Yes 3 0.75
## 7 Doctorate Yes 1 1
Proportional bar charts examining the music listening habit among undergraduate by Age
## # A tibble: 7 × 6
## age listens n pct n_total age_label
## <fct> <chr> <int> <dbl> <int> <fct>
## 1 Under 18 Yes 1 1 1 "Under 18\n(n=1)"
## 2 18–20 No 4 0.190 21 "18–20\n(n=21)"
## 3 18–20 Yes 17 0.810 21 "18–20\n(n=21)"
## 4 21–23 No 2 0.286 7 "21–23\n(n=7)"
## 5 21–23 Yes 5 0.714 7 "21–23\n(n=7)"
## 6 24+ No 3 0.75 4 "24+\n(n=4)"
## 7 24+ Yes 1 0.25 4 "24+\n(n=4)"
Boxplots comparing productivity scores between listeners vs non-listeners among the undergraduates by Age
Comment
18–20 (most reliable, n=21): both groups are very similar.
Non-listeners have a slightly wider spread (4–8) while listeners cluster
between 5–7. No strong difference here.
Among undergraduates, music
listeners tend to report equal or higher productivity than
non-listeners, with the pattern being most visible in the 21–23 age
group.
Bar chart ranking music types by average productivity score
## # A tibble: 6 × 3
## music_type avg_productivity n
## <chr> <dbl> <int>
## 1 EDM 5.07 15
## 2 Hip-hop/Rap 5.94 18
## 3 Instrumental 6.18 40
## 4 Jazz 5.82 17
## 5 Other 6.16 19
## 6 Pop 6 32
Dodged bar chart mapping which tasks music helps vs distracts
## # A tibble: 5 × 2
## type n_helps
## <chr> <int>
## 1 Creative work 37
## 2 Memorization 5
## 3 Problem-solving 22
## 4 Reading 16
## 5 Writing 21
## # A tibble: 5 × 2
## type n_distracts
## <chr> <int>
## 1 Creative work 8
## 2 Memorization 40
## 3 Problem-solving 18
## 4 Reading 31
## 5 Writing 24
Stacked bar chart comparing perceived vs actual benefit using a productivity/distraction threshold
Perceived opinion vs actual help (threshold-based)
High
productivity = productivity >= 7
Low distraction = distraction
<= 5
## # A tibble: 6 × 6
## opinion actually_helped n pct n_total op_label
## <ord> <chr> <int> <dbl> <int> <fct>
## 1 No Actually Helped 3 0.75 4 "No\n(n=4)"
## 2 No Did Not Meet Threshold 1 0.25 4 "No\n(n=4)"
## 3 Maybe Actually Helped 4 0.167 24 "Maybe\n(n=24)"
## 4 Maybe Did Not Meet Threshold 20 0.833 24 "Maybe\n(n=24)"
## 5 Yes Actually Helped 7 0.318 22 "Yes\n(n=22)"
## 6 Yes Did Not Meet Threshold 15 0.682 22 "Yes\n(n=22)"
Comment “No” group (n=4): 75%
actually met the threshold. So people who think music doesn’t help them
are ironically performing well by the metric. But n=4 is far too small
to mean anything.
“Maybe” group (n=24): only ~17% met the threshold.
The largest group is the most uncertain, and most of them didn’t meet
the productivity/distraction threshold.
“Yes” group (n=22): about 32% met the threshold.
People who believe music helps them are not necessarily performing
better by the objective measure.
The ‘No’ group (n=4) is too small to draw conclusions from, but the ‘Yes’ vs ‘Maybe’ contrast is still meaningful