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Student Loans vs. Invest

Extra cash each month could go toward paying off student loans faster, or into an investment account. Compare both strategies to see which builds more net worth over your timeline.

Loan Details

Shared assumptions used in both scenarios below.
$
%
yrs
yrs
๐ŸŽ“Option A

Pay Extra Toward Loan

Pay more than required each month to clear the balance faster.
$
๐Ÿ“ˆOption B

Invest the Extra Instead

Pay only the standard payment, invest the rest.
%
After Your Timeline
Calculatingโ€ฆ
Comparing net position (remaining debt versus invested cash) under each strategy.
$0
Extra Monthly Payment
$0
Extra Interest Cost to Beat
$0
Standard Monthly Payment
This is a fixed dollar target based only on your loan balance, rate, term, and extra payment. It's simply what paying only the standard amount costs you in extra interest, unrelated to how your investment actually performs.
๐ŸŽ“ Option A: Pay Extra Toward Loan
Monthly Payment$0
Remaining Loan Balance$0
Net Position$0
๐Ÿ“ˆ Option B: Invest the Extra Instead
Monthly Payment$0
Remaining Loan Balance$0
Invested Cash, Grown$0
Net Position$0

Net Position Over Time

Remaining debt (as a negative) plus any invested cash, at the end of each year.
Option B: Invest the Extra Option A: Pay Extra Toward Loan

Investment Growth Over Time

The invested extra payment on its own, isolated from the loan balance, so you can see exactly how it compounds. Starts at $0/mo contributed and grows to $0 by year 0.
Option B's invested cash

How This Calculator Works

Say you have an extra $150 a month beyond your required student loan payment. Option A puts that toward the loan principal, paying it off faster and reducing total interest paid. Option B keeps the standard payment and invests that $150 a month instead. Every slider on this page has a matching number field: drag to explore, or type exact figures if you already know your numbers. The calculator tracks both paths and adds up your remaining debt and any invested cash at the end of your timeline to see which strategy leaves you further ahead.

Why This Is an "Opportunity Cost" Question

Every extra dollar you put toward a loan is a dollar that stops earning a market return and instead earns a guaranteed return equal to your loan's interest rate, since it is interest you no longer have to pay. Paying down debt faster is effectively a risk free investment at your loan's rate. Investing that dollar instead is a bet that market returns will outpace that rate. This same tradeoff, comparing a known guaranteed rate against an uncertain expected return, is tested on the CFP exam and in the quantitative sections of the CFA Level 1 exam.

What "Extra Interest Cost to Beat" Means

This is the full extra interest you'll pay over the life of the loan by making only standard payments instead of paying extra, added up into a single dollar figure. It's a fixed number based only on your loan balance, rate, term, and extra payment amount, unrelated to how your investment actually performs. That's the real dollar cost of choosing to invest instead of paying the loan down faster, so it's the number your invested extra payment needs to grow past for that choice to have paid off. Compare it directly against the "Invested Cash, Grown" figure below.

Why the Comparison Changes If Your Timeline Extends Past Payoff

Once a loan is fully paid off under both strategies, there is no more debt gap left to close, so the breakeven calculation loses its meaning from that point forward. If you set your comparison window at or beyond how long the standard payment schedule would take, expect this figure to look unusual. For a clean read on the tradeoff, keep your comparison window shorter than your remaining loan term.

Where This Shows Up on Exams

Comparing a guaranteed return against an expected return, and reasoning about debt versus investment tradeoffs, are recurring themes on the CFP exam, Series 65, and CFA Level 1 exam. If you are pursuing a securities license more broadly, the same opportunity cost logic appears throughout the SIE exam.

Is paying off debt early always the "safer" choice?

Yes. Paying down a loan faster is a guaranteed return equal to your loan's interest rate, with no market risk. Investing the difference could outperform that, but it could also underperform it, especially over shorter timeframes where markets are more volatile.

Does this account for loan forgiveness programs?

No. Income driven repayment plans and forgiveness programs can change the math significantly, since paying extra toward a loan you expect to be partially forgiven may not be worthwhile. This tool assumes the full balance will be repaid under standard amortization.

What investment return should I assume?

That depends on your portfolio and risk tolerance. A diversified stock portfolio has historically returned somewhere in the 7 to 10 percent range annually over long periods, before inflation, though any given year or decade can vary significantly. Use a conservative assumption if you want a cautious read on the comparison.

Can I type exact numbers instead of dragging sliders?

Yes. Each slider has a paired number input. Type directly into any gold field to enter a precise figure, and the slider along with all results update immediately.

Studying for a finance or planning exam?

Opportunity cost math like this shows up directly on CFP and CFA exams. Practice for free.

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