(10C) Mortgage Loan Interest Rate
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11-01-2018, 05:02 PM
(This post was last modified: 11-01-2018 07:10 PM by Albert Chan.)
Post: #6
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RE: (10C) Mortgage Loan Interest Rate
Hi, Gamo
Thanks for the very good rate guess (post 4). Rewrite in terms of C, i0 = (C - 1/C)/n For C = nR/P = (36)(86.67)/2500 = 1.248048, i0 = 0.012411 Using my quick formula, solve for ni, thus i: i1 = (√(12*(C - i0/2) - 3) - 3) / n = 0.012498, very good estimate Doing interpolation with above two rates (to match C), we get i = 0.012504549 Edit: doing some plots of C vs i, discovered a even better interpolation scheme. Interpolate to match √C instead, the line is almost straight, we get i = 0.012504546 |
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Messages In This Thread |
(10C) Mortgage Loan Interest Rate - Gamo - 10-31-2018, 04:49 AM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-01-2018, 03:22 AM
RE: (10C) Mortgage Loan Interest Rate - Dieter - 11-01-2018, 12:40 PM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-01-2018, 02:39 PM
RE: (10C) Mortgage Loan Interest Rate - Dieter - 11-01-2018, 08:11 PM
RE: (10C) Mortgage Loan Interest Rate - Gamo - 11-01-2018, 02:00 PM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-01-2018 05:02 PM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-03-2018, 12:02 AM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-03-2018, 01:51 PM
RE: (10C) Mortgage Loan Interest Rate - Dieter - 11-03-2018, 06:11 PM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-03-2018, 11:34 PM
RE: (10C) Mortgage Loan Interest Rate - Albert Chan - 11-06-2018, 02:26 AM
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