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Improving understanding of the retirement earnings test

Published online by Cambridge University Press:  12 November 2019

Lila Rabinovich
Affiliation:
Center for Economic and Social Research, University of Southern California, Washington, DC, USA
Francisco Perez-Arce*
Affiliation:
Center for Economic and Social Research, University of Southern California, Washington, DC, USA
*
*Corresponding author. Email: perezarc@usc.edu
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Abstract

This paper presents results from an online experiment that tested the effect of simple, concise information on respondents' knowledge of the rules of Social Security's Retirement Earnings Test (RET). We find that a straightforward, simple information treatment has a large effect on knowledge of the RET and on prospective choices regarding working and claiming benefits. We tested two additional information treatments that provided more comprehensive information and used illustrative examples. One of the additional treatments used only text, while the other one included a visual tool. Our results suggest that the additional treatments did not further improve knowledge; the simplest intervention yielded the same effect as the more comprehensive ones.

Information

Type
Article
Copyright
Copyright © Cambridge University Press 2019
Figure 0

Figure 1. Illustrative example of effect of RET on benefits.

Figure 1

Figure 2. Correct responses to True or False RET-knowledge questions by treatment status.Note: Bars show fraction of respondents who got the answer correctly. N = 3,129. p-value of difference between any of the treatments and the control is <0.01 for questions T/F A, T/F B, T,F D (except for treatment 3, p-val = 0.12) and TF E. For question T/F_c, p-value > 0.01 for T1 (0.03) and T3 (0.23), and T < 0.01 for T2. In addition, the test for equality of coefficients for T1, T2 and T3 yields a p-value > 0.1 for T/F_a, T/F B and T/F E; p-value < 0.01 for T/F C and T/F D.

Figure 2

Figure 3. Correct responses to vignette questions by treatment status.Note: Bars show percentage of respondents who obtained all correct responses until that point by treatment status. N = 3,110. p-value of difference between any of the treatments and the control is <0.01 for each of the four levels and for ‘all correct”. p-values of the difference tests across each of the treatment arms are all >0.05.

Figure 3

Table 1. Treatment effects on knowledge scores

Figure 4

Figure 4. Treatment effects of information on the probability of providing an advice based on a wrong statement on ‘Joe's vignette”.Note: Bar chart shows the percentage, across the control group and the pooled treatment arms, giving advice and stating a reason for that advice that is inconsistent with RET rules (e.g., saying that a person should not keep working because their retirement benefits are lost if earning above the RET). The range plot shows 95% confidence interval of the difference treatment and control. p-value of the difference = 0.009, N = 3,125.

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