Two methods
Supports both compound (Leibniz) and simple (Hoffman) discounting.
Finance Tool
输入月付款、期限和折扣率,以复利(莱布尼兹)或单利(霍夫曼)方式计算年金现值。
Calculate the present value of future periodic payments using compound (Leibniz) or simple interest (Hoffman) discounting.
Commonly used in finance and insurance
Korean court standard: 5%
* Leibniz: PV = PMT × [(1 - (1+i)^-n) / i] | Hoffman: PV = Σ PMT / (1 + r × k/12)
It converts future periodic payments (annuities, compensation, etc.) into their value today. Choose compound-interest (Leibniz) or simple-interest (Hoffman) discounting.
Supports both compound (Leibniz) and simple (Hoffman) discounting.
Useful for valuing lost income, retirement annuities, and other future cash flows.
Present value is computed as soon as you enter values.
It is the value today of money to be received in the future, discounted by a rate — reflecting the time value of money.
Leibniz discounts with compound interest; Hoffman with simple interest. Both are used in compensation practice.
It depends on the purpose (statutory rate, market rate, etc.). Pick the rate appropriate to your standard.
This calculator is for reference only. Actual valuation depends on the discount rate, court standards, and taxes. Consult a professional for accuracy.
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