Rent versus buy net-worth scenario
Rent versus buy net-worth scenario: The renter invests the down payment plus purchase closing costs.
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Rent versus buy net-worth scenario: The renter invests the down payment plus purchase closing costs.
Rental cash-on-cash return: Annual cash flow = collected rent − operating costs − financing payments.
Rental property capitalization rate: enter your own figures, see the result and calculation method, and check the model’s assumptions.
Retirement income gap and target pot: Annual funding gap = max(0, spending − other income).
Savings goal contribution: Monthly saving = max(0, target − current) ÷ months; zero growth model
Project a savings balance from an initial deposit and recurring monthly contributions, with interest and timing shown.
Simple interest: Interest only = principal × annual rate × years
Split shared bills in proportion to income: Each share = shared bill × individual income / sum of incomes.
Compare a monthly subscription with an annual plan for your expected usage period, including the break-even month.
Time-weighted investment return: Compute each subperiod return as end/start −1 and geometrically link the factors.
Calculate a tip and split the final bill equally, with a cent allocation that adds up to the total.
Year-by-year variable-return drawdown: For each entered year apply its return to the current balance, then take the entered year-end withdrawal.
Sinking fund periodic deposit: End-of-period deposit = target × r / [(1+r)^n−1].
Rule of 72 comparison: Approximate doubling years = 72 / annual percentage growth rate.
Level perpetuity present value: Present value of end-of-period level payments continuing forever = payment / discount rate.
Growing perpetuity present value: Present value = next-period cash flow / (discount rate − growth rate).
Annuity due present value: Annuity-due present value = payment × [1−(1+r)^−n]/r × (1+r).
Periods to reach a savings goal: Solve target = start(1+r)^n + deposit[(1+r)^n−1]/r and round up to the next whole deposit period.
Education cost inflation target: Inflate each annual education payment separately from today, then sum the nominal payments across the study years.
Retirement income gap: Monthly income gap = max(0, desired spending − pension income − other income).
Observed annual portfolio withdrawal rate: Observed withdrawal rate = annual withdrawal / beginning portfolio value × 100.
Fund switch fee break-even: Approximate break-even years = switching cost / annual fee savings on an unchanged balance.
Holding-period return after costs: Holding-period return = (sale proceeds + income − costs − initial investment) / initial investment × 100.
Treasury bill bank discount yield: Bank discount yield = (face − price)/face × 360/days × 100.
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