SCHEV's Return on Investment (ROI) Model relates four estimates to compare the cost of a given degree program with its expected return. First, the model compares an estimate of lifetime earnings for holders of that college degree to an estimate of the average expected earnings for holders of a high school diploma. Then the model scales that result with the cost of that degree, which is defined as the sum of student loans and net price. How those values are calculated appears below.
The model starts with constructing a lifetime wage projection model using person-level wage data spanning 25 years, via these five steps:
Estimating lifetime earnings: Using the 2018-19 Bachelor’s graduating cohort as the study population: Individuals with valid wage data in 2023, and no higher level of degree, are included in the analysis. Assuming these individuals continue to work until age 67 when they reach full retirement under Social Security, the regression model is applied on a by-graduate basis, and their lifetime wage income from 2020 is calculated, until the year they turn 67. In other words, individuals have varying numbers of working years based on their age at graduation, which in turn is based on age at entry and the time spent completing their degree. The longer a student stays in school, typically the lower their lifetime earnings.
Comparison to no college: In parallel, the model constructs a counterfactual lifetime wage projection for the same population where the individuals never entered college, via these three steps:
Cost of college: The total cost of a Bachelor’s degree is calculated for each student as the sum of total student loans and net price charged to each student (i.e., institutional budget minus all gift aid in each semester enrolled in a Bachelor’s program). Net prices are adjusted to 2023 equivalents.
Contrast gain with loss: The model then contrasts the total gain and total loss. The ROI estimates are represented in two different calculations:
SCHEV's Return on Investment Model is subject to four limitations: