Question

我有一个简单的工作年金贷款计算器，用python编写，与在线计算器相比，它给出了正确的结果。也就是说，月度金额（什么部分是利息，什么是首期付款金额等）和实际利率（EIR）。它使用两个numpy函数， ppmt 和 ipmt

loanAmount       = 100000
monthlyIntRate   = 2.5 / 12
effectiveIntRate = 100 * ((1 + monthlyIntRate/100.)**12 - 1)

但是，当我在付款时添加月费时，我的EIR会发生变化，但不再等于在线贷款计算器给出的答案。

monthlyFee   = -5
monthlyIntToBePaid = np.ipmt(rate, per, nPer, loanAmount)
monthDownPay = np.ppmt(rate, per, nPer, loanAmount)
amountDue    = monthlyInt + monthDownPay + monthlyFee

其他一切，仍然完全一致。我认为我的公式有点接近，但我想知道一个更好的方法来做到这一点！

effectiveIntRate  = 100 * ((1+ monthlyIntRate/100.)**12 - 1)
effectiveIntRate += 100 * monthlyFee*12*2./loanAmount   # <-- this line!

Answer 1

尝试此操作（使用IRR查找费用后的费率）：

nPer=12
rate=monthlyIntRate/100.
Monthpay=np.pmt(rate, nPer, loanAmount, fv=0)
amountDue  = Monthpay + monthlyFee

effectiveIntRate  = 100 * ((1+ monthlyIntRate/100.)**12 - 1)
#effectiveIntRate += 100 * monthlyFee*12*2./loanAmount   # <-- this line!

monthpays = [-amountDue] * nPer

monthpaysf=[-loanAmount] + monthpays


efratem=np.irr(monthpaysf)

effectiveIntRateF = 100 * ((1 + efratem)**12 - 1)

print(efratem*100,effectiveIntRateF)

(0.21749271256861213, 2.6413600327578557)

用月费计算正确的实际利率

1 个答案: