MEASURING ANTICIPATED SATISFACTION: A FULL-SAMPLE APPROACH TO TECHNOLOGY SATISFACTION SCALES IN PRE-ADOPTION CONTEXTS
DOI:
https://doi.org/10.69980/8tgwtw22Keywords:
anticipated satisfaction, expectation-confirmation theory, scale measurement, pre-adoption research, non-adopters, technology satisfaction, survey methodologyAbstract
Satisfaction is often only measured among current users of a technology since standard survey questions (e.g., 'I am satisfied with...') assume prior experience. This convention necessarily excludes any participant who has not yet adopted the technology — usually the majority of a sampled population in early technology-diffusion scenarios — and prevents direct, one-sample comparison of projected satisfaction across firms with different adoption statuses. This study presents and substantiates a comprehensive alternative: utilizing a singular four-item projected-satisfaction scale across an entire cross-sectional sample irrespective of adoption status, by administering identical, forward-looking satisfaction items to every respondent.. The methodology relies on Oliver's (1980) expectation-confirmation theory (ECT), which considers pre-consumption expectations as a separate, quantifiable cognitive state against which satisfaction assessments are made, and on the later adaptation of the expectation-confirmation model to technological environments. Utilizing survey data from 450 micro, small, and medium enterprises (195 users and 255 non-users of a governmental e-procurement platform), the SAT scores obtained from adopters and non-adopters demonstrate evidence of cross-group measurement comparability: reliability is notably high and nearly uniform across subgroups (α = .942 for users, α = .936 for non-users, α = .946 combined), a single-factor structure accounts for a similar proportion of variance in both cohorts (85.3% vs. 84.0%), and the scale's correlations with four theoretically relevant constructs (attitude, perceived relative advantage, performance expectancy, and awareness) show no significant differences between users and non-users (all |z| < 1.3, p > .20). Simultaneously, the average projected satisfaction level is higher among adopters (M = 3.53) than among non-adopters (M = 2.65, p < .001), demonstrating that the scale continues to effectively differentiate between groups rather than devolving into a mere artifact of shared method variance. Collectively, these findings endorse a comprehensive, anticipated-framing methodology for assessing satisfaction, serving as a versatile research instrument for scholars examining groups with varied adoption statuses, restoring statistical efficacy and facilitating comparisons of projected satisfaction across firms with different adoption statuses within a unified cross-sectional framework.
References
1.Oliver, R. L. (1980). A cognitive model of the antecedents and consequences of satisfaction decisions. Journal of Marketing Research, 17(4), 460–469.
2.Bhattacherjee, A. (2001). Understanding information systems continuance: An expectation-confirmation model. MIS Quarterly, 25(3), 351–370.
3.Spreng, R. A., MacKenzie, S. B., & Olshavsky, R. W. (1996). A reexamination of the determinants of consumer satisfaction. Journal of Marketing, 60(3), 15–32.
4.Venkatesh, V., Morris, M. G., Davis, G. B., & Davis, F. D. (2003). User acceptance of information technology: Toward a unified view. MIS Quarterly, 27(3), 425–478.
5.Rogers, E. M. (2003). Diffusion of Innovations (5th ed.). Free Press.
Downloads
Published
Issue
Section
License
Copyright (c) 2026 Ajay Kumar, Dr.Balgopal Singh

This work is licensed under a Creative Commons Attribution 4.0 International License.



