Net Present Value = PV(Cash Inflows) - PV(Cash Outflows)
The lessee’s incremental borrowing rate is the rate of interest that the lessee would have to pay on a similar lease or, if this is not determinable, would incur to borrow the funds required to purchase the asset over the same term and with similar security. Under US GAAP, the lessee’s incremental borrowing rate is used to calculate the NPV of the MLPs, unless a lower implicit rate can be determined – because the lessee will not know the lessor’s implicit rate, the lessee generally uses the incremental rate. Under IFRS, if practical to determine, the implicit interest rate is used to discount the MLPs; otherwise, the lessee’s incremental borrowing rate is used.
Present Value of a Lease | |||||||||||||
PV of Lease = (MLP + URV)/(1 + r)n | |||||||||||||
Where: | |||||||||||||
MLP | = Minimum lease payments | ||||||||||||
URV | = Unguaranteed residual value | ||||||||||||
r | = Incremental/implicit interest rate | ||||||||||||
n | = Lease term | ||||||||||||
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Discounting is the process of computing present value. The interest rate at which expected future cash flows are discounted in the process of computing present value is the discount rate. The discount rate at lease inception that causes the gross investment in the lease (MLPs + URV) to equal the net investment in the lease (PV(MLPs + URV)) is the lease’s implicit interest rate.
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