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The AMATUS Dataset: Arithmetic Performance, Mathematics Anxiety and Attitudes in Primary School Teachers and University Students Cover

The AMATUS Dataset: Arithmetic Performance, Mathematics Anxiety and Attitudes in Primary School Teachers and University Students

Open Access
|Sep 2024

Figures & Tables

Table 1

Exclusion criteria and quality check for the overall sample and separately for the three samples.

SAMPLE 1SAMPLE 2SAMPLE 3TOTAL
Initial sample (N)10491641911404
Exclusion criteria (n)
    Not finished1102245177
    Not eligible348345
    Noisy environment3601248
    Dishonest responses4004
    Duration > 30 min173424
Final sample (N)8481311271106
Exclusion criteria for the arithmetic test (n)
    Skipping items1132457194
Further quality checks without exclusion (n)
Device used for survey:
    tabletNA448
    smartphoneNA222951
    computer/laptopNA10594199
Breaks293638

[i] Notes. NA = not applicable because the question was not included in the survey.

Table 2

Demographics for the overall sample and separately for the three samples.

WHOLE SAMPLESAMPLE 1SAMPLE 2SAMPLE 3
N1106848131127
CharacteristicUniversity students (Germany)Pre-/in-service teachers (Germany)Pre-/in-service teachers (Belgium)
Age M (SD)24 (5.49)23.55 (4.17)23.96 (5.89)27.06 (10.04)
Age range
    <20 years998784
    20–29 years90170010992
    30–39 years80561014
    40–49 years131210
    over 50 years13427
Females/Males74%/26%70%/30%89%/11%84%/16%
Mathematics loada
    low387
    medium342
    high117
Mathematics focus/Non- mathematics focusb59%/41%61%/7%c
In-service/Pre-serviced21%/79%32%/68%

[i] Notes. aMathematics load content in students’ study program. Two participants were not assigned to a mathematics load category because the study program name they entered could not be traced back to any existent degree course. b Percentage of teachers specializing in mathematics or in another subject. c 40 participants (32%) reported no main focus. d Percentage of participants working as teachers (“in-service”) or still in education (“pre-service”).

Table 3

List of the study measures.

MEASURENN ITEMSRESPONSE SCALETHEORETICAL RANGEM(SD)MIN–MAXCRONBACH’S αORDINAL αSKEWNESS(SE)KURTOSIS(SE)SAMPLES
Mathematics grade110611–6a1–62.59 (1.29)1–6NANA0.49 (0.07)–0.64 (0.15)1–3
Mathematics influence study choice110611–91–95.16 (1.99)1–9NANA–0.04 (0.07)–0.19 (0.15)1–3
Neuroticism
(BFI-K, BFI-Fr)
110681–58–4023.46 (6.05)9–400.840.860.16 (0.07)–0.62 (0.15)1–3
General anxiety
(GAD-7)
110671–47–2812.78 (4.14)7–280.840.871.13 (0.07)1.03 (0.15)1–3
Test anxiety
(TAI-short)
110651–45–2011.72 (3.95)5–200.840.880.29 (0.07)–0.81 (0.15)1–3
Mathematics anxiety total
(AMAS)
110691–59–4519.07 (6.88)9–450.890.930.67 (0.07)0.01 (0.15)1–3
Learning mathematics anxiety110651–55–257.62 (3.38)5–250.840.901.61 (0.07)2.80 (0.15)1–3
Mathematics evaluation anxiety110641–54–2511.45 (4.21)4–200.880.900.05 (0.07)–0.95 (0.15)1–3
Mathematics self-concept
(SDQ-III)
110641–44–1611.35 (3.13)4–160.890.93–0.33 (0.07)–0.78 (0.15)1–3
Language self-concept
(SDQ-III)
110641–44–1613.72 (2.37)4–160.820.88–0.95 (0.07)0.30 (0.15)1–3
Mathematics self-efficacy
(PISA)
110661–46–2420.06 (3.50)8–240.830.89–0.77 (0.07)–0.09 (0.15)1–3
Liking mathematics110611–51–53.23 (1.31)1–5NANA–0.23 (0.07)–1.05 (0.15)1–3
Liking science110611–51–53.65 (1.21)1–5NANA–0.57 (0.07)–0.63 (0.15)1–3
Liking humanities110611–51–53.85 (1.09)1–5NANA–0.73 (0.07)–0.26 (0.15)1–3
Persistence math110611–51–53.47 (1.18)1–5NANA–0.46 (0.07)–0.69 (0.15)1–3
Persistence science110611–51–53.56 (1.09)1–5NANA–0.49 (0.07)–0.47 (0.15)1–3
Persistence humanities110611–51–53.85 (0.99)1–5NANA–0.66 (0.07)–0.09 (0.15)1–3
Arithmetic performance91240Free entry0–4013.68 (6.72)0–400.920.980.64 (0.08)0.59 (0.16)1–3
State anxiety
(STAI-SKD)
110651–45–208.79 (3.23)5–200.860.900.96 (0.07)0.42 (0.15)1–3
Preference teaching language21711–51–54.06 (1.04)1–5NANA–0.92 (0.17)0.05 (0.33)2–3
Preference teaching math21311–51–54.19 (0.90)1–5NANA–1.09 (0.17)1.03 (0.33)2–3
Preference teaching science20011–51–53.97 (1.09)1–5NANA–0.97 (0.17)0.23 (0.34)2–3
Ease of teaching language21711–51–53.83 (1.03)1–5NANA–0.71 (0.17)–0.09 (0.33)2–3
Ease of teaching math21211–51–53.85 (0.88)1–5NANA–0.49 (0.17)–0.01 (0.33)2–3
Ease of teaching science19911–51–53.67 (0.93)1–5NANA–0.40 (0.17)–0.16 (0.34)2–3
Mathematics-gender stereotype endorsement (FSMAS-SF)25891–59–4541.67 (4.55)25–450.800.92–1.63 (0.15)2.14 (0.30)2–3

[i] Notes. The table reports the number of observations (N), the number of items, the theoretical range of scores, mean (M) and standard deviation (SD), minimum and maximum, Cronbach’s and ordinal alphas (α), skewness and its standard error (SE), kurtosis and its standard error, and in which study(s) the measure was assessed. The order of the list resembles the order in which questionnaires and tests were administered to the participants. NA = not applicable due to a single item only. aBelgian grades were originally expressed in the Belgian grading system, as numbers from 0 to 10, with 10 being the best grade; Belgian grades were then recoded in the German grading system.

Table 4

Correlations between the study variables. Significant correlations are marked with asterisks directly under the correlations. Significance levels are specified as follows: * p < .05; ** p < .01; *** p < .001. Note that some correlations are very small.

1.2.3.4.5.6.7.8.9.1.11.12.13.14.15.16.17.18.19.20.21.22.23.24.25.
1. Mathematics grade
2. Mathematics influence study choice–.46
***
3. Liking math–.57
***
.66
***
4. Liking science–.38
***
.35
***
.44
***
5. Liking humanities.22
***
–.28
***
–.22
***
–.26
***
6. Persistence math–.49
***
.50
***
.70
***
.36
***
–.21
***
7. Persistence science–.32
***
.27
***
.33
***
.72
***
–.25
***
.53
***
8. Persistence humanities.20
***
–.29
***
–.26
***
–.24
***
.69
***
–.09
**
–.06
*
9. Mathematics anxiety total.48
***
–.43
***
–.59
***
–.36
***
.17
***
–.57
***
–.36
***
.13
***
1. Mathematics anxiety learning.43
***
–.36
***
–.46
***
–.32
***
.16
***
–.45
***
–.32
***
.12
***
.88
***
11. Mathematics evaluation anxiety.44
***
–.43
***
–.59
***
–.33
***
.16
***
–.57
***
–.34
***
.12
***
.93
***
.64
***
12. General anxiety.17
***
–.12
***
–.15
***
–.12
***
.07
*
–.19
***
–.14
***
.02.35
***
.32
***
.32
***
13. State anxiety.24
***
–.15
***
–.20
***
–.16
***
.08
**
–.23
***
–.17
***
.01.43
***
.37
***
.40
***
.45
***
14. Test anxiety.16
***
–.11
***
–.17
***
–.12
***
–.03–.18
***
–.12
***
–.04.44
***
.30
***
.48
***
.33
***
.37
***
15. Mathematics self-concept–.71
***
.62
***
.80
***
.42
***
–.25
***
.70
***
.40
***
–.25
***
–.64
***
–.55
***
–.61
***
–.20
***
–.25
***
–.22
***
16. Language self-concept.14
***
–.27
***
–.25
***
–.19
***
.37
***
–.13
***
–.07
*
.40
***
.06.03.07
*
–.07
*
–.08
**
–.15
***
–.18
***
17. Mathrmstics self-efficacy–.39
***
.38
***
.50
***
.43
***
–.22
***
.48
***
.41
***
–.15
***
–.52
***
–.45
***
–.49
***
–.21
***
–.30
***
–.23
***
.55
***
–.10
***
18. Neuroticism.09
**
–.13
***
–.17
***
–.11
***
.05–.24
***
–.18
***
–.02.34
***
.24
***
.37
***
.60
***
.34
***
.37
***
–.19
***
–.10
***
–.26
***
19. Preference teaching language.27
***
–.30
***
–.34
***
–.26
***
.29
***
–.26
***
–.15
*
.31
***
.29
***
.21
**
.30
***
.07.08.11–.35
***
.47
***
–.30
***
.16
*
20. Preference teaching math–.43
***
.54
***
.61
***
.23
***
–.08.44
***
.17
*
–.12–.46
***
–.37
***
–.45
***
–.16
*
–.28
***
–.27
***
.57
***
–.05.38
***
–.18
**
–.14
*
21. Preference teaching science–.23
***
–.03–.06.51
***
.06–.05.44
***
.18
*
–.03–.05–.02.06–.05–.08.01–.01.08–.02.04.13
22. Ease of teaching language.26
***
–.27
***
–.25
***
–.24
***
.24
***
–.18
**
–.16
*
.25
***
.21
**
.15
*
.22
**
–.02.04.07–.28
***
.47
***
–.20
**
.02.75
***
–.18
**
–.12
23. Ease of teaching math–.35
***
.37
***
.57
***
.24
***
–.11.48
***
.21
**
–.11–.46
***
–.37
***
–.45
***
–.15
*
–.24
***
–.22
**
.54
***
.01.41
***
–.19
**
–.19
**
.71
***
.02–.10
24. Ease of teaching science–.17
*
–.03.02.52
***
.04.02.45
***
.15
*
–.12–.13–.09–.01–.09–.13.06.04.14
*
–.14
*
.02.12.74
***
–.02.25
***
25. Mathematics-gender stereotype endorsement–.11.14
*
.20
**
.06.14
*
.19
**
.09.19
**
–.18
**
–.18
**
–.14
*
–.02–.10–.11.18
**
.22
***
.16
**
.01.10.27
***
.05.09.25
***
.04
26. Arithmetic performance–.22
***
.24
***
.32
***
.16
***
–.12
***
.26
***
.14
***
–.10
**
–.28
***
–.22
***
–.29
***
–.09
**
–.18
***
–.09
**
.32
***
.003.36
***
–.13
***
–.11.33
***
–.09–.004.36
***
–.04.25
***
DOI: https://doi.org/10.5334/jopd.115 | Journal eISSN: 2050-9863
Language: English
Submitted on: Jun 10, 2024
|
Accepted on: Sep 6, 2024
|
Published on: Sep 17, 2024
Published by: Ubiquity Press
In partnership with: Paradigm Publishing Services
Publication frequency: 1 issue per year

© 2024 Krzysztof Cipora, Maristella Lunardon, Nicolas Masson, Carrie Georges, Hans-Christoph Nuerk, Christina Artemenko, published by Ubiquity Press
This work is licensed under the Creative Commons Attribution 4.0 License.