UMass:
http://www.umassmed.edu/financialaid/currentstudents/tuition-and-fees-new-students/
$65,367 x 4 = $261, 468
If you participate in the
Learning contract - subtract $5,568 x 4 = $22,272
$261,468 - $22,272 = $239,196
Tulane:
https://tulane.edu/financialaid/hsc/som/som-attendance-cost.cfm
$82,258 + $85,720 + $88,134 + $82,366 = $338,478
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Cost difference: $338,478 - $261,468 =
$77,010. If you fulfill the Learning contract, you reduce 2/3 tuition: $338,478 - $239,196 =
$99,282
Repayment calculator:
http://www.finaid.org/calculators/loancomp.phtml
Loan Balance: $338,478.00 $261,468.00 $239,196.00
Loan Interest Rate:6.34
Loan Term:10 years
Monthly Loan Payment: $3,815.85 $2,947.67 $2,696.59
Number of Payments:120
Cumulative Payments: $457,902.23 $353,721.19 $323,590.80
Total Interest Paid: $119,424.23 $92,253.19 $84,394.80
Difference in interest: x $27, 171.23 $35,030.23
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Difference interest + tuition $104,181.23 $134,312.23
http://investor.gov/tools/calculators/compound-interest-calculator
$104,181.23 initial deposit at age 45 after accumulating for ten years, retirement at age 65 @ 6% = $334,122.58
$134,312.23 initial deposit at age 45 after accumulating for ten years, retirement at age 65 @ 6% = $430,757.52
So, strictly by numbers, if you attend Tulane over UMass, you pay anywhere from $104,181.23 - $134,213.23 additionally, that had it been invested in a retirement fund for twenty years until the age of 65, you would have gained $334,122,58 - $430,757.52 for retirement.
I recall reading that you saved a lot for tuition, so these numbers may not apply to you, but the money you save in tuition, fees, interest NOW, make a huge difference later. Something that the majority of medical students don't think about when starting out.
People always say that you work a little more or longer to make up the difference between the cheap school and the "dream school". Unless the cheap school absolutely closes you off from the specialty that you THINK you want to do, and after rotations, many people change their minds, I advise you to always go for the cheaper option. Always.