State University of New York at New Paltz ROI Analysis
Comprehensive ROI analysis based on tuition costs, graduate earnings, financial aid, and long-term earning potential.
Quick answer
USACollegeData.com ROI analysis (College Scorecard data): four years at State University of New York at New Paltz costs about $34,096 in in-state tuition, and graduates earn a median of $45,555 five years after graduation — the investment breaks even in roughly 3.2 years (20-year ROI: 519%).
ROI Summary
Total 4-Year Cost
$34,096
In-state tuition x 4
Earnings Premium
$10,555/yr
above high school diploma avg
Break-Even Point
3.2 years
After graduation
20-Year ROI
519%
Return on investment
ROI Analysis
The median debt for SUNY New Paltz graduates is $18,750. One year after graduation, the median earnings are $31,471. Five years after graduation, the median earnings increase to $45,555, and ten years after graduation, the median earnings are $58,073.
The annual in-state tuition cost is $8,524. With median earnings of $31,471 one year after graduation, the debt-to-income ratio is approximately 0.6. The data does not provide enough information to calculate a precise break-even timeline.
Generated from College Scorecard & IPEDS data
The Numbers
Annual Tuition (In-State)
$8,524
Median Debt at Graduation
$18,750
Median Earnings (5yr)
$45,555
Graduation Rate
71%
Receive Financial Aid
45%
Avg Aid Amount
N/A
Program-Level ROI
Peer Comparison
519%
20yr ROI
527%
20yr ROI
991%
20yr ROI
273%
20yr ROI
361%
20yr ROI
Financial Aid Impact
Before Aid
After Aid (Estimated)
Frequently Asked Questions
Methodology
ROI calculations are based on data from the U.S. Department of Education College Scorecard. The earnings premium is calculated as the difference between median graduate earnings and the national average earnings for high school diploma holders ($35,000).
The 20-year ROI formula: ((Earnings Premium x 20) - Total Cost) / Total Cost x 100. Break-even point: Total Cost / Annual Earnings Premium. All figures use in-state tuition and do not account for inflation, opportunity cost, or financial aid variations.