UtilToolkits2025-12-25
TL;DR — The Loan Calculator shows your monthly payment, total interest, full amortization schedule, and the impact of any extra payment — for any loan: mortgage, auto, student, personal. For interest-rate math use the Percentage Calculator; for "when will this be paid off" plans, the Date Calculator.
At 7% over 30 years, a $300,000 mortgage has a monthly payment of about $1,996. Over 360 months that’s $718,000 — meaning $418,000 of pure interest on top of the $300K you borrowed. That’s not predatory; it’s just compounding. The shorter the term and the lower the rate, the less of your money disappears.
An amortized loan keeps your monthly payment fixed, but the split between principal and interest shifts over time:
This is why an extra payment in year 1 has dramatically more impact than the same payment in year 25 — it skips the most interest-heavy months.
Month Payment Interest Principal Balance
1 $1,996 $1,750 $246 $299,754
6 $1,996 $1,742 $254 $298,289
12 $1,996 $1,733 $263 $296,431
60 $1,996 $1,672 $324 $286,054
180 $1,996 $1,233 $763 $210,650
360 $1,996 $12 $1,984 $0
Adjustable-rate mortgages (ARMs) need additional modeling — use the fixed-rate calculation as a worst-case planning floor.
M = P × [r(1+r)^n] / [(1+r)^n - 1] where P = principal, r = monthly rate (annual / 12), n = number of months. The calculator does this for you and shows the full schedule.
Monthly saves slightly more (the extra reduces principal sooner), but the difference is small. The bigger lever is the amount of extra principal, not the cadence.
For a $300K loan at 7%: roughly $220K saved in interest. Monthly payment goes from ~$2,000 to ~$2,700.
It calculates principal + interest only (PI). Add property tax, insurance, HOA, and PMI separately — those vary by location.