That is the problem with IBR/PAYE. It gives the illusion of low monthly repayment until the tax bill comes.
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So I did numbers (as usual):
Assumptions:
$250k student loan balance
Income = $130k/yr, 3% annual raises, single filer the entire time. PAYE plan, forgiveness @ 20 years, tax bomb for forgiven amount exists at 28% tax bracket.
Monthly payment = $943/mo, increases to $1654/mo at the end.
Total payments: $304k
Total forgiven: $284k
Tax bomb: $284k x 28% = $79k to the IRS
Compare to 10 year standard repayment. Monthly payment = $2877/mo.
Total payments: $345k
So with the tax bomb in place, PAYE @ 20yrs will cost a borrower an extra $38k overall. This assumes there will be no attempt to claim insolvency and no legislative relief similar to the 2008 Housing and Economic Recovery Act on phantom mortgage income.
Now, here's the rub -- what if we take the PAYE plan and invest the difference in years 1-10 in the stock market (calculation explained in fine print below)?
@ Year 10
PAYE person has: $306,503 saved.
Traditional payment person has: $0
Now what about years 10-20? Assume the traditional person now channels the entire $2877 into an investment vehicle while PAYE person continues to contribute the difference between $2877 and their current payment:
@ Year 20
PAYE person has: $760,000 saved.
Traditional has: $455,951 saved.
How I calculated it:
PAYE years 1-10 = I took their year 1
payment and assumed their payment was steady for 10 years under it (I needed to save time). So $2877-$943 = $1934/mo difference. I then plugged it into a simple
investment calculator (parameters = 10 years, compound yearly, 5% ROR), no employer match or anything.
Traditional years 1-10 = I assume zero savings, that the pharmacist is fighting tooth and nail to make the payment and will "save when the loan is paid off"
PAYE years 11-20 = I took the end value of the account at year 10, and put it a new difference between the 10yr payment and the PAYE payment at 10 years $2877-$1231 = $1646/mo difference. I plugged it into the same investment calculator with the same parameters as I stated above.
Traditional years 11-20 = I took the $2877/mo and put it into the same investment calculator with a start value of zero.
So....my bottom line I've calculated here is that neglecting to pay yourself and singularly attacking your student loan, even with unfavorable tax consequences and TWENTY years of loan payments, has a potential quarter of a million dollar cost at the end of it.
Of course, the best course of action is to pay your loan AND save for retirement.... but at $2800/mo x 2 = $5600/mo, and given that most take home pay is $6k/mo....you'll have to eat ramen noodles and McDonald's for 10 years, which has other financial costs not calculated here.
Food for thought.