This is possibly the dullest first post ever, but the generalised answer to "if i make a payment of this much, how many months will it take to pay off..." allowing for interest, is given by:
=NPER(rate,pmt,pv)
where:
nper = number of periods
rate = interest rate per period
pmt = regular payment per period
pv = present value (outstanding balance)
Thus for £250,000 outstanding at 4% APR, paid off at £1500 a month
=NPER(0.04/12, 1500, -250000)
Gives you about 244 months, or 20 years 4 months. Note if you double the interest to 8% APR, you'll get an error, as the number of payments is infinite, i.e. the balance cannot be paid off.
So you can put that formula in a column of a sheet which tracks actual outstanding balance based on actual payments.
That assumes regular payments to establish the final date tough, rather than an array of inputs (regardless of the outstanding balance being adjusted for actual payments)
This is possibly the dullest first post ever, but the generalised answer to "if i make a payment of this much, how many months will it take to pay off..." allowing for interest, is given by:
=NPER(rate,pmt,pv)
where:
nper = number of periods
rate = interest rate per period
pmt = regular payment per period
pv = present value (outstanding balance)
Thus for £250,000 outstanding at 4% APR, paid off at £1500 a month
=NPER(0.04/12, 1500, -250000)
Gives you about 244 months, or 20 years 4 months. Note if you double the interest to 8% APR, you'll get an error, as the number of payments is infinite, i.e. the balance cannot be paid off.
So you can put that formula in a column of a sheet which tracks actual outstanding balance based on actual payments.