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Return on Investment Analysis

New College of Florida ROI Analysis

Comprehensive ROI analysis based on tuition costs, graduate earnings, financial aid, and long-term earning potential.

ROI Summary

Total 4-Year Cost

$27,664

In-state tuition x 4

Earnings Premium

$-2,389/yr

below high school diploma avg

Break-Even Point

N/A years

After graduation

20-Year ROI

-273%

Return on investment

ROI Analysis

The median debt for New College of Florida graduates is $17,375. One year after graduation, the median earnings are $26,923. Five years after graduation, median earnings increase to $32,611, and ten years after graduation, median earnings are $48,082. The average in-state tuition is $6,916.

The data does not provide enough information to calculate a precise debt-to-income ratio or a break-even timeline. However, the median debt of $17,375 is less than the one-year earnings of $26,923, suggesting graduates can pay off their debt within a year.

Generated from College Scorecard & IPEDS data

The Numbers

Annual Tuition (In-State)

$6,916

Median Debt at Graduation

$17,375

Median Earnings (5yr)

$32,611

Graduation Rate

62%

Receive Financial Aid

17%

Avg Aid Amount

N/A

Program-Level ROI

Peer Comparison

Financial Aid Impact

Before Aid

4-Year Tuition$27,664
Median Debt$17,375

After Aid (Estimated)

Estimated Total Aid$0
Net 4-Year Cost$27,664

Frequently Asked Questions

Based on government data, New College of Florida has an estimated 20-year ROI of -273%. The total 4-year cost is $27,664 and graduates earn a median of $32,611 within 5 years.

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.

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