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. 2021 Feb 1;35:106813. doi: 10.1016/j.dib.2021.106813

Survey data on the impact of COVID-19 on parental engagement across 23 countries

Eliana Maria Osorio-Saez a,, Nurullah Eryilmaz a, Andres Sandoval-Hernandez a, Yui-yip Lau b, Elma Barahona c, Adil Anwar Bhatti d, Godfried Caesar Ofoe e, Leví Astul Castro Ordóñez c, Artemio Arturo Cortez Ochoa f, Rafael Ángel Espinoza Pizarro g, Esther Fonseca Aguilar c, Maria Magdalena Isac h, KV Dhanapala i, Kalyan Kumar Kameshwara a, Ysrael Alberto Martínez Contreras j, Geberew Tulu Mekonnen k, José Fernando Mejía l, Catalina Miranda m, Shehe Abdalla Moh'd n, Ricardo Morales Ulloa c, K Kayon Morgan o, Thomas Lee Morgan p, Sara Mori q, Forti Ebenezah Nde r, Silvia Panzavolta q, Lluís Parcerisa s, Carla Leticia Paz c, Oscar Picardo t, Carolina Piñeros u, Pablo Rivera-Vargas v, Alessia Rosa q, Lina Maria Saldarriaga l, Adrián Silveira Aberastury w, YM Tang b, Kyoko Taniguchi x, Ernesto Treviño m, Carolina Valladares Celis f, Cristóbal Villalobos m, Dan Zhao a, Allison Zionts y
PMCID: PMC7875817  PMID: 33604430

Abstract

This data article describes the dataset of the International COVID-19 Impact on Parental Engagement Study (ICIPES). ICIPES is a collaborative effort of more than 20 institutions to investigate the ways in which, parents and caregivers built capacity engaged with children's learning during the period of social distancing arising from global COVID-19 pandemic. A series of data were collected using an online survey conducted in 23 countries and had a total sample of 4,658 parents/caregivers. The description of the data contained in this article is divided into two main parts. The first part is a descriptive analysis of all the items included in the survey and was performed using tables and figures. The second part refers to the construction of scales. Three scales were constructed and included in the dataset: ‘parental acceptance and confidence in the use of technology’, ‘parental engagement in children's learning’ and ‘socioeconomic status’. The scales were created using Confirmatory Factor Analysis (CFA) and Multi-Group Confirmatory Analysis (MG-CFA) and were adopted to evaluate their cross-cultural comparability (i.e., measurement invariance) across countries and within sub-groups. This dataset will be relevant for researchers in different fields, particularly for those interested in international comparative education.

Keywords: COVID-19, Parental engagement, Acceptance, Confidence, Socioeconomic status, CFA, MG-CFA


Specifications Table

Subject Education, Psychometrics
Specific subject area Parental Engagement
Type of data Table, Figure, Text
How data were acquired Online Survey
Data format Raw and Analysed Data, Descriptive Statistics
Parameters for data collection Countries, Location: Area, Parent/carer Gender, Parent/carer Age, Parent/carer years of schooling, Family socioeconomic status, Children's Gender, Children's Age, Children's years of schooling, Number of children in the household, Parental engagement in school activities, Parental use of technology for social purposes, Parental use of technology for building capacity, Parental use of technology tools/resources provided by schools/governments.
Description of data collection A series of data were collected via online distributed questionnaires in all participating countries (23 countries). The questionnaire was created in an international English version and subsequently translated and adapted to the official languages and localisms of the participating countries. After the first translation, questionnaires were back-translated into English, the equivalence of the questionnaire in the target languages was evaluated and relevant adjustments made. The questionnaires were then distributed through the networks of the participating institutions in each country. The ICIPES target population was parents/caregivers of children between 6 and 16 years old, living with their child and between grade 1 and 13 that represents between 1 and 13 years of schooling, counting from the beginning of Level 1 of the International Standard Classification of Education (ISCED). An intended sample of at least 200 parents was established and countries not reaching this target were flagged. The international English version of the questionnaire can be accessed here: http://dx.doi.org/10.17632/kvvdgvs8zs.2.
Due to confidentiality agreements, all details of interviewees’ personal particulars are excluded.
Data source location Data were collected from 4658 parents/caregivers across 23 countries (Cameroon, Ethiopia, Ghana, Tanzania Zanzibar, China (Mainland, Hong Kong and Macao), Japan, Belgium, Italy, Spain, Turkey, United Kingdom, India, Pakistan, Sri Lanka, Chile, Colombia, Costa Rica, El Salvador, Honduras, Mexico, Peru, Uruguay, The United States) in 5 regions (Africa, East Asia, Europe, South Asia and America).
Data accessibility Repository name: Mendeley
Data Repository: http://dx.doi.org/10.17632/kvvdgvs8zs.2











Value of the Data

  • The database offers first hand valuable information about parental engagement, school support for parents and children, home-schooling and family life balance and parental acceptance and confidence in the use of technology from 23 countries around the world.

  • The international database provides a rich environment for examining how parents and caregivers relate to children's learning in this period of social distancing caused by the global COVID-19 outbreak.

  • The international database offers data comparable on parental practices during the lockdown across 23 countries and five regions (America, South-Asia, East-Asia, Africa and Europe), allowing investigations on aspects of specific relevance in each of these geographic regions.

  • The international dataset contains scales such as parental engagement, parental acceptance and confidence in the use of technology scale and family socioeconomic status, which allow testing hypothesis about the interactions of these and other variables across and within the participating countries.

  • The international database involves considerable information for the researchers, analysts, policymakers and education stakeholders to take steps and measures to improve the quality of parental engagement in children's education during and after the lockdown period.

1. Data Description

With the advent of the detection of the first case of COVID-19 in the late of November in China and later in the beginning of March in the other countries, an urgent governance step has been initiated by the Ministries of National Education to carry on various educational activities remotely since schools have experienced compulsory shut downs until the end of April-June, depending in which country you are in, to prevent spreading the virus across countries [17]. The pandemic has shown countless barriers that families face daily in their goal of educating their children. It is a unique historical opportunity for researchers and policymakers to understand all the lessons from this global emergency and work closely with parents/caregivers to support them in engaging with children's learning as they are the best partners in mitigating both short and long-term impacts of COVID-19 on children's learning.

Research connects children social and cognitive development to parents' educational practices at home [9]. Mostly, to parental practices that have the potential to provide learning experiences for children, such as: reading to children, using complex language, responsiveness and warmth in interactions and conversations, playing with numbers, painting and drawing, learning about numbers and letters and going to the library [5,4,12].

In the current pandemic, parents have spent more time with their children. Moreover, the primary responsibility for enforcing and maintaining young people's educational engagement lies with them. While there is a substantial body of literature which explores parental engagement in education (e.g., [2]), the uniqueness of the current circumstances demands more investigation of how parents are building capacity at home, what activities are they developing with their children, what kind of support they have received from the schools, and how parents have shaped and built their roles and IT skills.

The data provided in this study allows researchers to embark on investigations to the above and other related areas and questions.

1.1. Identification variables in the dataset

All ICIPES 2020 data files contain several identification variables that provide information to identify the participants’ important characteristics. The variables do not allow identification of individual parents within countries.

IDCNTRY

This variable indicates the country or participating education system; the data refers to an up to six-digit numeric code based on the ISO 3166 classification, with adaptations reflecting the participating education systems. This variable should always be used as the first linking variable whenever files are linked within and across countries.

CNT

This variable indicates the participant's three-letter alphanumeric code, based on the ISO 3166-1 coding, with adaptations reflecting the participating country.

CNTPARID

This variable indicates the country's three numeric code, based on the ISO 3166–1 coding, plus a unique identifier for each respondent.

REGID

This variable identifies the specific region that each country belongs to. There are five  geographical regions: 1 Africa, 2 East Asia, 3 Europe, 4 South Asia and 5 America.

REG

This variable indicates the participant's three-letter alphanumeric code, based on the ISO 3166- 1 coding, with adaptations reflecting the participating geographical regions.

URN

This variable identifies the specific questionnaire that was administered to each parent. This number was automatically provided by the Online Surveys tool.

In this study, the online survey was conducted with semi-structured questionnaires. Online survey is one of the best ways to reduce the cost when conducting a study, but it is also an effective way to get real data from the online population [13]. A total of 4658 respondents (parents) answered questionnaires from the participating countries: Cameroon, Ethiopia, Ghana, Tanzania, China (i.e., Mainland, Hong Kong, and Macao), Japan, Belgium, Italy, Spain, Turkey, United Kingdom, India, Pakistan, Sri Lanka, Chile, Colombia, Costa Rica, El Salvador, Honduras, Mexico, Peru, Uruguay, the United States. Later, the countries split into five regions: Africa, East Asia, Europe, South Asia, America. Tables 1 to 12 present some characteristics information about countries, regions, and respondents participating in this study.

Table 2.

Respondents by Country.

Country Frequency Percentage
Chile 1597 34.7
China 217 4.7
Colombia 94 2.0
Costa Rica 155 3.4
El Salvador 83 1.8
Ethiopia 171 3.7
Ghana 142 3.1
Honduras 246 5.3
India 54 1.2
Italy 517 11.2
Japan 159 3.5
Mexico 244 5.3
Pakistan 45 1.0
Sri Lanka 199 4.3
Tanzania&Zanzibar 58 1.3
Turkey 78 1.7
United Kingdom 191 4.2
The United States 289 6.3
Uruguay 61 1.3
Total 4600 100.0

Table 3.

Respondents by Region.

Region Frequency Percentage
Africa 371 8.1
Europe 786 17.1
East Asia 376 8.2
South Asia 298 6.5
America 2769 60.2
Total 4600 100.0

Table 4.

Respondents by Location.

Location/Area Frequency Percentage
Urban 3725 81
Rural 747 16.2
Others 128 2.8
Total 4600 100

Table 5.

Respondents by Parent/Carer Gender.

Gender Frequency Percentage
Mother/Female Guardian 3527 76.67
Father/Male Guardian 1071 23.28
Missing 2 0.04
Total 4600 100

Table 6.

Respondents by Parent/Carer years of schooling.

Parent/Carer years of schooling Frequency Percentage
0 year 13 0.3
1 year 9 0.2
2 year 3 0.1
3 year 17 0.4
4 year 29 0.6
5 year 82 1.8
6 year 57 1.2
7 year 25 0.5
8 year 78 1.7
9 year 39 0.8
10 year 72 1.6
11 year 33 0.7
12 year 203 4.4
13 year 366 8.0
14 year 179 3.9
15 year 800 17.4
16 year 583 12.7
17 year 858 18.7
18 year 336 7.3
19 year 455 9.9
20 year 79 1.7
21 year 20 0.4
22 year 150 3.3
23 year 48 1.0
24 year 7 0.2
Prefer not to say 3 0.1
Missing 56 1.2
Total 4600 100.0

Table 7.

Respondents by Parent/Carer Age.

Parent/Carer Age Frequency Percentage
Under 18 years old 32 0.7
18–24 years old 47 1.0
25–34 years old 740 16.1
35–44 years old 2232 48.5
45–54 years old 1329 28.9
55–64 years old 188 4.1
65–74 years old 30 0.7
75 years or older 2 0.0
Total 4600 100.0

Table 8.

Respondents by Parent/Carer Main Occupation.

Parent/Carer Main Occupation Frequency Percentage
Unemployed, househusband, housewife 509 11.1
91 Elementary trades and related occupations /92 Elementary administration and service occupations 153 3.3
41 Administrative occupations /42 Secretarial and related occupations  /61 Caring personal service occupations  /62 Leisure, travel and related personal service occupations /63 Community and civil enforcement occupations¹/71 Sales occupations  / 72 Customer service occupations / 81 Process, plant and machine operatives / 82 Transport and mobile machine drivers and operatives 747 16.2
12 Other managers and proprietors/ 31 Science, engineering and technology associate professionals  / 32 Health and social care associate professionals  / Protective service occupations / 34 Culture, media and sports occupations / 35 Business and public service associate professionals / 51 Skilled agricultural and related trades  /52 Skilled metal, electrical and electronic trades / 53 Skilled construction and building trades / 54 Textiles, printing and other skilled trades 569 12.4
11 Corporate managers and directors  / 21 Science, research, engineering and technology professionals /  22 Health professionals / 23 Teaching and other educational professionals / 24 Business, media and public service professionals 2520 54.8
Missing 102 2.2
Total 4600 100.0

Table 9.

Parent's Child Gender.

Child gender Frequency Percentage
Female 2279 49.5
Male 2303 50.1
Other 18 0.4
Total 4600 100.0

Table 10.

Parent's Child Age.

Child Age Frequency Percentage
6-year-old 691 15.0
7-year-old 470 10.2
8-year-old 464 10.1
9-year-old 392 8.5
10-year-old 448 9.7
11-year-old 388 8.4
12-year-old 402 8.7
13-year-old 307 6.7
14-year-old 303 6.6
15-year-old 264 5.7
16-year-old 411 8.9
Missing 60 1.3
Total 4600 100.0

Table 11.

Parent's child years of schooling.

Child years of schooling Frequency Percentage
Pre-school 237 5.2
 1 479 10.4
 2 516 11.2
 3 458 10.0
 4 414 9.0
 5 464 10.1
 6 365 7.9
 7 417 9.1
 8 352 7.7
 9 273 5.9
 10 251 5.5
 11 178 3.9
 12 50 1.1
 13 18 0.4
 14 1 0.0
Missing 127 2.8
Total 4600 100.0

Table 1.

Countries participating in ICIPES 2020.

Operational Codes
Regions Countries Alpha-3 Numeric Participants(n)
Africa (AFR) Cameroon* CMR 31 10 381
Ethiopia ETH 57 171
Ghana GHA 65 142
Tanzania TAZ 172 58
East Asia (EAS) China CHN 36 217 376
Japan JPN 35 159
Europe (EUR) Belgium* BEL 16 5 819
Italy ITA 83 517
Spain* SPA 164 28
Turkey TUR 179 78
United Kingdom GBR 185 191
South Asia (SAS) India IND 77 54 298
Pakistan PAK 131 45
Sri Lanka LKA 165 199
America (AMR) Chile CHL 35 1597 2784
Colombia COL 37 94
Costa Rica CRI 40 155
El Salvador SLV 52 83
Honduras HND 74 246
Mexico MEX 110 244
Peru* PER 137 15
Uruguay URY 187 61
USA USA 186 289
N= 4658 4658

Concerns about the extremely low response rates (less than 10%) for the parents surveys led to a decision not to include the corresponding data in the international database.

Table 12.

Children in the household.

How many siblings living in the same household? Frequency Percentage
0 1482 32.2
1 1676 36.4
2 787 17.1
3 223 4.8
4 214 4.7
5 118 2.6
6 50 1.1
7 47 1.0
8 2 0.0
9
10 1 0.0
Total 4600 100.0

The following section provides information about the procedure followed to construct three scales in ICIPES 2020.

Social cognitive learning theory [3] and the theory of acceptance and use of technology [14], [15], [16],1] formed the conceptual framework for these scales. The social cognitive learning theory provides a socially appropriate framework for understanding how parents learn to deal with technology at home from their observations and interactions with other parents, teachers and their children. The second explains the factors associated with parental acceptance and confidence in the use of technology.

Before constructing the three scales, we constructed and implemented normalised weights (also known as senate weights) (SENWT in the dataset) to make sure that when constructing these three scales, all countries are represented equally regardless of their sample sizes. SENWT can also be used when analysing the pooled sample (all countries) to ensure the equal contribution of each country to the results.

1.2. Variables

1.2.1. Parental engagement

The parental engagement scale was constructed using the following questions: Q21_2, Q21_3, Q22_2, Q22_3, and Q22_6 from the data set.

Always, Often, Occasionally, Rarely, Never (from 0 to 4)

  • Q21_2 Follow my ideas about what my children need to learn

  • Q21_3 Mix my own ideas with the school's plan on what my children need to learn

  • Q22_2 I list and prepare the activities myself before developing them with my child(ren)

  • Q22_3 My children and I have a set home-schooling timetable.

  • Q22_6 I develop with my children spontaneous learning activities not necessarily school-related such as cooking, woodwork, online games, physical activities, etc.

1.2.2. Socioeconomic status (SES)

Socioeconomic status (SES) was constructed using the following questions: Q5, Q7, Q13N, and Q14.

Q5 What do you do in your main job? (e.g., teach high school students, help the cook prepare meals in a restaurant, manage a sales team). This was an open question that was recorded into an ordinal variable following the list of occupations described in the one-digit ISCO (International Standard Classification of Occupations).

Q7 In a normal month, what is your total household income? This variable was recorded by grouping the income level reported in deciles of income within each country.

Q13N is composed of How many usable devices are there in the house? (Smartphones, tablets or iPads, laptops, desktops).

Q14 How many computers per child have you got at home?

1.2.3. Parental acceptance and confidence in the use of technology

Parental engagement scale was constructed as a second-order construct, with constructs measuring the parents’ level of parental acceptance and confidence in the use of technology as ‘tools’, ‘for social purposes’ and ‘self- perceived capacity’. The items asked parents about the frequency with which they carry out different activities using technology (response options: Always, Often, Occasionally, Rarely Never), and how confident they felt carrying out these activities (response options: Not at all confident, Slightly confident, Moderately confident, Quite confident, Extremely confident).

Parental acceptance and confidence in the use of technology= tool + social + capacity.

  • tool=Q22_1 + Q24_1 + Q24_5;

  • social=Q21_4 + Q21_5 + Q21_6 + Q24_12;

  • capacity=Q24_2 + Q24_3 +Q24_4 + Q24_6 + Q24_7 + Q24_8 + Q24_9 + Q24_10+Q24_11+ Q21_7

1.3. Analytical strategy

1.3.1. Confirmatory factor analysis (CFA)

Confirmatory Factor Analysis (CFA) was used to estimate the model for the three scales and for each country using maximum likelihood (ML). Missing data was handled with listwise deletion. Model fit was evaluated using the Comparative Fit Index (CFI) and the Tucker-Lewis Index (TLI) as the goodness of fit statistics, and the root-mean-squared error of approximation (RMSEA) and the standardized root mean squared residual (SRMR) as residual fit statistics. Acceptable model fit was guided by the cut-offs (CFI > 0.90; TLI > 0.90; RMSEA < 0.10; and SRMR < 0.08) as suggested by [8].

Internal Consistency

After constructing three scales, in order to evaluate reliability (internal consistency), we used Cronbach's alpha coefficient [6].

Multi-Group Confirmatory Factor Analysis (MG-CFA)

In order to evaluate the extent to which the scales can be validly compared across countries and geographical areas, we ran Multi-Group Confirmatory Factor Analysis (MG-CFA) first for the pooled sample including all participating countries, and later for countries within sub-groups (America, South Asia, East Asia, Africa and Europe) [10]. Here, we adopted the same strategy as [11] and [7] to conduct analysis and to interpret the results (for more information about procedure see these two papers [11] and [7]).

1.4. Important information for potential users

The following tables include important information for potential users to be able to interpret the scales correctly.

1.4.1. Parental engagement scale

Tables 13 and 14, Fig. 1

Table 13.

Confirmatory Factor Analysis Model Fit for engagement scale for all countries.

Fit statistics Chi-square df CFI TLI RMSEA SRMR Reliability
Engagement(n = 4657) 508.122 5 0.898 0.796 0.147 0.056 0.7

Note. df = degree of freedom; CFI = Comparative Fit index; TLI = Tucker-Lewis index; RMSEA = Root Mean Square Error of Approximation; SRMR = Standardized Root Mean Square Residual.

Table 14.

Confirmatory factor analysis model for engagement scale for each country.

Educational System Reliability CFI TLI RMSEA SRMR Degrees of freedom Test statistics n
Ethiopia(57) 0.8 0.889 0.779 0.188 0.055 5 35.216 171
Ghana(65) 0.74 0.945 0.889 0.106 0.044 5 12.917 142
Tanzania(172) 0.79 1 1.087 0 0.026 5 2.068 58
China(36) 0.82 0.946 0.892 0.131 0.039 5 23.663 217
Japan(85) 0.7 0.905 0.809 0.135 0.057 5 19.563 159
Italy(83) 0.75 0.954 0.907 0.112 0.044 5 37.611 517
Turkey(179) 0.78 0.884 0.767 0.195 0.069 5 19.774 78
UK(185) 0.74 0.911 0.821 0.141 0.052 5 23.936 191
India(77) 0.71 1 1.183 0 0.031 5 2.02 53
Pakistan(131) 0.84 1 1.004 0 0.05 5 4.791 45
SriLanka(165) 0.8 0.948 0.895 0.129 0.037 5 21.491 199
Chile(35) 0.67 0.869 0.738 0.153 0.072 5 192.119 1597
Colombia(37) 0.5 0.935 0.871 0.073 0.057 5 7.529 94
Costarica(40) 0.69 0.892 0.783 0.142 0.065 5 20.521 155
ElSalvador(52) 0.73 0.852 0.704 0.218 0.098 5 24.72 83
Honduras(74) 0.68 0.707 0.414 0.244 0.113 5 78.059 246
Mexico(110) 0.63 0.762 0.524 0.227 0.101 5 67.954 244
Uruguay(187) 0.65 1 1.018 0 0.05 5 4.607 61
USA(186) 0.73 0.987 0.973 0.049 0.025 5 8.504 289

Note. df = degree of freedom; CFI = Comparative Fit index; TLI = Tucker-Lewis index; RMSEA = Root Mean Square Error of Approximation; SRMR = Standardized Root Mean Square Residual.

Fig. 1.

Fig. 1

Measurement model for Parental Engagement.

1.4.2. MG-CFA result for parental engagement scale

Table 15, Table 16, Table 17, Table 18, Table 19, Table 20

Table 15.

Confirmatory Factor Analysis for all countries for engagement scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 581.5424 5 0.157354 0.058959 0.891463 0.782926
Configural invariance 607.0634 95 0.149226 0.06181 0.898439 0.796879
Metric invariance 1126.971 167 0.154105 0.106691 0.809603 0.783381 −0.08884
Scalar invariance 1986.75 239 0.173814 0.13809 0.653358 0.724427 −0.15625
Strict invariance 2365.486 329 0.159915 0.153451 0.596091 0.76674 −0.05727
Table 16.

Confirmatory Factor Analysis for Africa for engagement scale.

371(4)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 20.17588 5 0.090449 0.029731 0.968512 0.937024
Configural invariance 50.20182 15 0.137756 0.04603 0.927239 0.854477
Metric invariance 55.42492 23 0.10677 0.057237 0.932978 0.91258 0.00574
Scalar invariance 67.30136 31 0.097309 0.065941 0.924966 0.927386 −0.00801
Strict invariance 96.38475 41 0.104515 0.085205 0.885521 0.916235 −0.03945
Table 17.

Confirmatory Factor Analysis for Europe for engagement scale.

786(4)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 98.14603 5 0.153952 0.050065 0.910994 0.821987
Configural invariance 81.32066 15 0.129906 0.048239 0.936394 0.872788
Metric invariance 145.07 23 0.142328 0.075245 0.882927 0.847296 −0.053467279
Scalar invariance 197.5008 31 0.143178 0.091356 0.840315 0.845466 −0.042612133
Strict invariance 207.5371 41 0.124513 0.089347 0.84028 0.883132
Table 18.

Confirmatory Factor Analysis for East Asia for engagement scale.

376(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 46.41285 5 0.148419 0.051417 0.917672 0.835344
Configural invariance 43.22629 10 0.132942 0.046728 0.933142 0.866284
Metric invariance 54.86896 14 0.12461 0.071612 0.917763 0.882519 −0.015378604
Scalar invariance 112.9605 18 0.167516 0.115977 0.80892 0.787689 −0.108843147
Strict invariance 148.875 23 0.170619 0.128463 0.746714 0.779751 −0.062206288
Table 19.

Confirmatory Factor Analysis for south Asia for engagement scale.

279(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 27.89402 5 0.124165 0.037326 0.95517 0.910341
Configural invariance 28.30219 15 0.094645 0.037787 0.97069 0.941379
Metric invariance 54.36807 23 0.117371 0.084387 0.930883 0.909847 −0.039806715
Scalar invariance 86.92192 31 0.134987 0.098635 0.876781 0.880755 −0.054102414
Strict invariance 114.4042 41 0.134478 0.102205 0.83826 0.881653 −0.038520836
Table 20.

Confirmatory Factor Analysis for America for engagement scale.

2769(9)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 359.2043 5 0.159949 0.071789 0.861349 0.722699
Configural invariance 404.0125 40 0.162148 0.072401 0.858066 0.716132
Metric invariance 496.4607 68 0.134923 0.087906 0.832937 0.803455 −0.025129336
Scalar invariance 670.0427 96 0.131438 0.09858 0.776172 0.813477 −0.056764687
Strict invariance 749.5524 131 0.116798 0.10514 0.758817 0.852713 −0.017355009

1.4.3. Socioeconomic status scale

Tables 21 and 22, Fig. 2

Table 21.

Confirmatory Factor Analysis Model Fit for SES scale for all countries.

Fit statistics Chi-square df CFI TLI RMSEA SRMR Reliability
SES(n = 4136) 19.388 2 0.992 0.977 0.046 0.015 0.62

Note. df = degree of freedom; CFI = Comparative Fit index; TLI = Tucker-Lewis index; RMSEA = Root Mean Square Error of Approximation; SRMR = Standardized Root Mean Square Residual.

Table 22.

Confirmatory factor analysis model for SES scale for each country.

Educational system Reliability CFI TLI RMSEA SRMR Degrees of freedom Test statistics n
Ethiopia(57) 0.5 1 1.055 0 0.013 2 0.443 169
Ghana(65) 0.44 0.979 0.938 0.059 0.04 2 2.751 108
Tanzania(172) 0.51 0.771 0.312 0.181 0.068 2 5.423 52
China(36) 0.46 0.812 0.435 0.154 0.054 2 9.834 166
Japan(85) 0.46 0.862 0.586 0.139 0.056 2 7.617 145
Italy(83) 0.61 0.949 0.848 0.107 0.035 2 12.271 450
Turkey(179) 0.55 1 1.012 0 0.042 2 1.891 78
UK(185) 0.5 0.942 0.827 0.104 0.044 2 5.24 158
India(77) 0.61 0.98 0.939 0.069 0.049 2 2.509 54
Pakistan(131) 0.55 0.87 0.61 0.205 0.09 2 5.037 36
SriLanka(165) 0.69 0.997 0.991 0.029 0.021 2 2.33 199
Chile(35) 0.65 0.839 0.518 0.224 0.072 2 162.338 1597
Colombia(37) 0.7 0.934 0.803 0.18 0.051 2 7.482 85
Costarica(40) 0.81 0.995 0.984 0.06 0.02 2 3.036 143
Elsalvador(52) 0.75 1 1.085 0 0.006 2 0.075 71
Honduras(74) 0.57 0.99 0.969 0.047 0.025 2 2.981 223
Mexico(110) 0.74 0.987 0.96 0.082 0.024 2 4.787 206
Uruguay(187) 0.59 0.992 0.975 0.047 0.046 2 2.254 58
USA(186)

Note. df = degree of freedom; CFI = Comparative Fit index; TLI = Tucker-Lewis index; RMSEA = Root Mean Square Error of Approximation; SRMR = Standardized Root Mean Square Residual.

Fig. 2.

Fig. 2

Measurement model for Socioeconomic status.

1.4.4. MG-CFA result for socioeconomic status scale

Table 23, Table 24, Table 25, Table 26, Table 27, Table 28

Table 23.

Confirmatory Factor Analysis for all countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 19.38766 2 0.045847 0.015055 0.992326 0.976977
Configural invariance 1233.791 308 0.125733 0.065177 0.827353 0.74103
Metric invariance 1747.675 434 0.126173 0.096277 0.755019 0.739214 −0.07233
Scalar invariance 5079.804 560 0.206031 0.281879 0.157122 0.304626 −0.5979
Strict invariance 7739.431 707 0.228723 0.401474 0 0.143015 −0.15712
Table 24.

Confirmatory Factor Analysis for Africa countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 1.754282 2 0 0.014459 1 1.005694
Configural invariance 8.616476 6 0.063059 0.030384 0.980809 0.942426
Metric invariance 13.11633 12 0.029125 0.044798 0.991812 0.987718 0.011003
Scalar invariance 62.44294 18 0.150047 0.114559 0.674022 0.674022 −0.31779
Strict invariance 90.97313 26 0.150953 0.172059 0.523439 0.670073 −0.15058
Table 25.

Confirmatory Factor Analysis for Europe countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 55.70191 2 0.202624 0.059631 0.802704 0.408112
Configural invariance 198.7235 56 0.122532 0.060901 0.805383 0.708075
Metric invariance 256.2546 74 0.120453 0.080512 0.751479 0.717895 −0.0539
Scalar invariance 339.5859 92 0.125911 0.095679 0.662394 0.691751 −0.08909
Strict invariance 496.084 113 0.14132 0.133366 0.477629 0.611689 −0.18476
Table 26.

Confirmatory Factor Analysis for East Asia countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 98.42404 14 0.139248 0.084757 0.654562 0.481844
Configural invariance 17.45187 4 0.147061 0.054767 0.83665 0.50995
Metric invariance 20.10864 7 0.10974 0.061244 0.840818 0.727117 0.004168
Scalar invariance 67.61635 10 0.19249 0.12439 0.300348 0.160417 −0.54047
Strict invariance 76.321 14 0.169195 0.142274 0.243218 0.35133 −0.05713
Table 27.

Confirmatory Factor Analysis for South Asia countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 2.259465 2 0.023596 0.021439 0.997472 0.992416
Configural invariance 8.716322 6 0.076348 0.033266 0.979696 0.939088
Metric invariance 25.51962 12 0.120441 0.070277 0.898943 0.848415 −0.08075
Scalar invariance 52.17098 18 0.156342 0.100213 0.744578 0.744578 −0.15437
Strict invariance 115.2477 26 0.21023 0.220021 0.332889 0.538154 −0.41169
Table 28.

Confirmatory Factor Analysis for America countries for SES scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 55.52348 2 0.101279 0.030157 0.963561 0.890683
Configural invariance 184.13 16 0.179503 0.050682 0.898509 0.695528
Metric invariance 277.5462 37 0.141191 0.074167 0.854796 0.811627 −0.04371
Scalar invariance 883.7312 58 0.208936 0.139707 0.501553 0.587492 −0.35324
Strict invariance 2221.39 86 0.275929 0.295485 0 0.28055 −0.50155

1.4.5. Acceptance and confidence scale

Tables 29 and 30, Fig. 3

Table 29.

Confirmatory Factor Analysis Model Fit for acceptance and confidence scale for all countries.

Fit statistics Chi-square df CFI TLI RMSEA SRMR reliability
acceptance(n = 4642) 0 0 1 1 0 0 0.78

Note. df = degree of freedom; CFI = Comparative Fit index; TLI = Tucker-Lewis index; RMSEA = Root Mean Square Error of Approximation; SRMR = Standardized Root Mean Square Residual.

Table 30.

Standardized factor loadings and intercepts for acceptance and confidence scale for each country.

Factor loadings
Intercepts
Educational system Reliability Tool Social Capacity Tool Social Capacity n
Ethiopia(57) 0.7 0.95 0.339 0.759 2.085 2.588 2.063 171
Ghana(65) 0.57 1.932 0.142 0.311 1.603 2.174 1.775 142
Tanzania(172) 0.69 0.761 0.342 0.916 1.822 2.134 2.373 58
China(36) 0.76 0.789 0.494 0.904 3.104 2.637 2.712 217
Japan(85) 0.74 0.701 0.505 0.91 2.651 4.798 2.456 159
Italy(83) 0.77 0.875 0.58 0.744 3.081 3.948 3.006 517
Turkey(179) 0.79 0.874 0.555 0.827 2.431 1.993 2.059 78
UK(185) 0.78 0.898 0.617 0.719 3.581 3.519 3.52 191
India(77) 0.84 0.928 0.681 0.839 2.173 1.907 2.28 48
Pakistan(131) 0.8 0.714 0.753 0.894 1.827 1.513 1.431 45
SriLanka(165) 0.81 0.921 0.542 0.851 2.148 2.285 2.129 199
Chile(35) 0.74 0.857 0.513 0.737 3.554 3.576 3.301 1597
Colombia(37) 0.73 0.98 0.424 0.711 3.032 3.628 2.811 94
Costarica(40) 0.77 0.965 0.517 0.721 2.785 3.118 2.622 155
Elsalvador(52) 0.76 0.793 0.561 0.807 3.599 3.053 3.551 83
Honduras(74) 0.69 0.734 0.465 0.773 3.245 3.429 2.79 246
Mexico(110) 0.82 0.851 0.614 0.891 2.573 3.002 2.725 244
Uruguay(187) 0.66 0.854 0.391 0.682 4.068 4.699 3.232 61
USA(186) 0.75 0.966 0.482 0.723 2.882 2.509 3.225 289
Fig. 3.

Fig. 3

Measurement model for acceptance and confidence scale.

1.4.6. MG-CFA result for acceptance and confidence scale

Table 31, Table 32, Table 33, Table 34, Table 35, Table 36

Table 31.

Confirmatory Factor Analysis for all countries for acceptance scale.

Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 85.40701865 36 0.075422 0.038111542 0.987113 0.979595 −0.01289
Scalar invariance 644.5433347 72 0.181548 0.096383494 0.850658 0.881771 −0.13645
Strict invariance 899.9196701 126 0.159557 0.123705734 0.798131 0.908678 −0.05253
Table 32.

Confirmatory Factor Analysis for Africa for acceptance and confidence scale.

371(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 6.500133592 4 0.071093 0.036222553 0.990338 0.97826 −0.00966
Scalar invariance 28.55747519 8 0.14415 0.077308907 0.92055 0.910619 −0.06979
Strict invariance 39.78122672 14 0.122029 0.095684283 0.900362 0.935947 −0.02019
Table 33.

Confirmatory Factor Analysis for Europe for acceptance and confidence scale.

786(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 4.743893007 4 0.026642 0.020968118 0.998937 0.997609 −0.00106
Scalar invariance 92.85405382 8 0.201206 0.088004477 0.878763 0.863608 −0.12017
Strict invariance 142.4050703 14 0.187101 0.120830664 0.816538 0.88206 −0.06222
Table 34.

Confirmatory Factor Analysis for East Asia for acceptance and confidence scale.

376(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 2.552421949 2 0.03833 0.034734358 0.998282 0.994846 −0.00172
Scalar invariance 98.42126974 4 0.354345 0.172117284 0.706356 0.559535 −0.29193
Strict invariance 124.9045583 7 0.299321 0.233652999 0.633325 0.685707 −0.07303
Table 35.

Confirmatory Factor Analysis for south Asia for acceptance and confidence  scale.

279(3)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 6.521818998 4 0.081896 0.047729416 0.992846 0.983904 −0.00715
Scalar invariance 34.89431204 8 0.189113 0.081810798 0.923706 0.914169 −0.06914
Strict invariance 52.57001258 14 0.171197 0.081061567 0.890584 0.929661 −0.03312
Table 36.

Confirmatory Factor Analysis for America for acceptance and confidence scale.

2769(9)
Model Chi-Square df RMSEA SRMR CFI TLI Change (CFI)
All groups 0 0 0 0 1 1
Configural invariance 0 0 0 0 1 1
Metric invariance 18.70874018 14 0.031173 0.019873832 0.997861 0.996333 −0.00214
Scalar invariance 191.561156 28 0.129911 0.056235716 0.92569 0.936306 −0.07217
Strict invariance 242.2002961 49 0.106731 0.067470981 0.912224 0.957008 −0.01347

2. Experimental Design, Materials and Design

The researchers employed an online survey research design to gather data from 2658 respondents from 23 countries all over the world. All countries are Cameroon, Ethiopia, Ghana, Tanzania Zanzibar, China (Mainland, Hong Kong and Macao), Japan, Belgium, Italy, Spain, Turkey, United Kingdom, India, Pakistan, Sri Lanka, Chile, Colombia, Costa Rica, El Salvador, Honduras, Mexico, Peru, Uruguay and the United States. The countries then divided into five regions which are Africa, East Asia, Europe, South Asia and America. Data were obtained using a semi-structured questionnaire (Appendix). The questionnaire consists of several sections. Section 1 and 2 gathered information about the parents and their child. Section 3 gathered information about the children's school and their access to the internet. Section 4 gathered information about the COVID 19 impact in terms of parents’ new role at home. Section 5 gathered information about teaching ideas and practices in terms of home-schooling. The first part is a descriptive analysis of all the items included in the survey and was performed using tables ( see, descriptive part, Tables 1 to 12). The second part refers to the construction of scales (see variables part). Three scales were constructed and included in the dataset: ‘parental acceptance and confidence in the use of technology’, ‘parental engagement in children's learning’ and ‘socioeconomic status’. The scales were created using Confirmatory Factor Analysis (CFA) and Multi-Group Confirmatory Analysis (MG-CFA) was adopted to evaluate their cross-cultural comparability (i.e., measurement invariance) across countries and within sub-groups. All analyses are executed in the R statistical software (R Core Team, 2019), installing lavaan and lavaan.survey packages developed by Rosseel (2012) and Oberski (2014), respectively.

Ethics Statement

Informed consent was obtained from all individual participants included in the data collection process. The research ethics committee of the University of Bath provided ethical approval EIRA1–5408.

CRediT Author Statement

Eliana Maria Osorio-Saez and Andres Sandoval-Hernandez: Conceptualization and Methodology; Nurullah Eryilmaz: Data curation and Data Analysis; Nurullah Eryilmaz and Eliana Maria Osorio-Saez: Writing- Original draft preparation; Andres Sandoval-Hernandez: Supervision; Yui-yip Lau: Reviewing and Editing; Eliana Maria Osorio-Saez, Nurullah Eryilmaz, Andres Sandoval-Hernandez, Yui-yip Lau, Elma Barahona, Adil Anwar Bhatti, Godfried Ofoe Caesar, Leví Astul Castro Ordóñez, Artemio Arturo Cortez Ochoa, Rafael Ángel Espinoza Pizarro, Esther Fonseca Aguilar, Maria Magdalena Isac, K.V. Dhanapala, Kalyan Kumar Kameshwara, Ysrael Alberto Martínez Contreras, Geberew Tulu, José Fernando Mejía, Catalina Miranda, Shehe Abdalla Moh'd, Ricardo Morales Ulloa, K. Kayon Morgan, T. Lee Morgan, Sara Mori, Forti Ebenezah Nde, Silvia Panzavolta, Lluís Parcerisa, Carla Leticia Paz, Oscar Picardo, Carolina Piñeros, Pablo Rivera-Vargas, Alessia Rosa,  Lina Maria Saldarriaga, Adrián Silveira Aberastury, YM Tang, Kyoko Taniguchi, Ernesto Treviño, Carolina Valladares Celis, Cristóbal Villalobos, Dan Zhao  and Allison Zionts: Data Collection and survey translation and adaptation.

Declaration of Competing Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

Acknowledgements

The authors would like to thank the participants who kindly took part in this study, as well as the Higher Education Institutions and other organizations involved. Also, all the contributors and partners in the 23 countries for their valuable input into the overall study.

Footnotes

Data Availability: Data on the impact of COVID 19 on Parental Engagement across 23 countries (Original data) (Mendeley Data)

Supplementary Materials

Supplementary material associated with this article can be found in the online version at doi:10.17632/kvvdgvs8zs.2

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