Interest Tables

Values of Interest Factors When n Equals Infinity

Single Payment:	Uniform Payment Series:	Arithmetic Gradient Series:
(F/P, i,∞) =∞	(A/F, i,∞) = 0	(A/G, i,∞) = 1/i
(P/F, i,∞) = 0	(A/P, i,∞) = i	(P/G, i,∞) = 1/i2
	(F/A, i,∞) =∞
	(P/A, i,∞) = 1/i

1/4% Compound Interest Factors

n	Compound Amount Factor	Present Worth Factor	Sinking Fund Factor	Capital Recovery Factor	Compound Amount Factor	Present Worth Factor	Gradient Uniform Series	Gradient Present Worth	n
1	1.003	0.9975	1	1.0025	1	0.998	0	0	1
2	1.005	0.995	0.4994	0.5019	2.003	1.993	0.499	0.995	2
3	1.008	0.9925	0.3325	0.335	3.008	2.985	0.998	2.98	3
4	1.01	0.9901	0.2491	0.2516	4.015	3.975	1.497	5.95	4
5	1.013	0.9876	0.199	0.2015	5.025	4.963	1.995	9.901	5
6	1.015	0.9851	0.1656	0.1681	6.038	5.948	2.493	14.826	6
7	1.018	0.9827	0.1418	0.1443	7.053	6.931	2.99	20.722	7
8	1.02	0.9802	0.1239	0.1264	8.07	7.911	3.487	27.584	8
9	1.023	0.9778	0.11	0.1125	9.091	8.889	3.983	35.406	9
10	1.025	0.9753	0.0989	0.1014	10.113	9.864	4.479	44.184	10
11	1.028	0.9729	0.0898	0.0923	11.139	10.837	4.975	53.913	11
12	1.03	0.9705	0.0822	0.0847	12.167	11.807	5.47	64.589	12
13	1.033	0.9681	0.0758	0.0783	13.197	12.775	5.965	76.205	13
14	1.036	0.9656	0.0703	0.0728	14.23	13.741	6.459	88.759	14
15	1.038	0.9632	0.0655	0.068	15.266	14.704	6.953	102.244	15
16	1.041	0.9608	0.0613	0.0638	16.304	15.665	7.447	116.657	16
17	1.043	0.9584	0.0577	0.0602	17.344	16.624	7.944	131.992	17
18	1.046	0.9561	0.0544	0.0569	18.388	17.58	8.433	148.245	18
19	1.049	0.9537	0.0515	0.054	19.434	18.533	8.925	165.411	19
20	1.051	0.9513	0.0488	0.0513	20.482	19.485	9.417	183.485	20
21	1.054	0.9489	0.0464	0.0489	21.534	20.434	9.908	202.463	21
22	1.056	0.9465	0.0443	0.0468	22.587	21.38	10.4	222.341	22
23	1.059	0.9442	0.0423	0.0448	23.644	22.324	10.89	243.113	23
24	1.062	0.9418	0.0405	0.043	24.703	23.266	11.38	264.775	24
25	1.064	0.9395	0.0388	0.0413	25.765	24.206	11.87	287.323	25
26	1.067	0.9371	0.0373	0.0398	26.829	25.143	12.36	310.752	26
27	1.07	0.9348	0.0358	0.0383	27.896	26.078	12.849	335.057	27
28	1.072	0.9325	0.0345	0.037	28.966	27.01	13.337	360.233	28
29	1.075	0.9301	0.0333	0.0358	30.038	27.94	13.825	386.278	29
30	1.078	0.9278	0.0321	0.0346	31.114	28.868	14.313	413.185	30
36	1.094	0.914	0.0266	0.0291	37.621	34.387	17.231	592.499	36
40	1.105	0.9049	0.0238	0.0263	42.014	38.02	19.167	728.74	40
48	1.127	0.8871	0.0196	0.0221	50.932	45.179	23.021	140.055	48
50	1.133	0.8826	0.0188	0.0213	53.189	46.947	23.98	1125.777	50
52	1.139	0.8782	0.018	0.0205	55.458	48.705	24.938	1214.588	52
60	1.162	0.8609	0.0155	0.018	64.647	55.653	28.751	1600.085	60
70	1.191	0.8396	0.0131	0.0156	76.395	64.144	33.481	2147.611	70
72	1.197	0.8355	0.0127	0.0152	78.78	65.817	34.422	2265.557	72
80	1.221	0.8189	0.0113	0.0138	88.44	72.427	38.169	2764.457	80
84	1.233	0.8108	0.0107	0.0132	93.343	75.682	40.033	3029.759	84
90	1.252	0.7987	0.00992	0.0124	100.789	80.504	42.816	3446.87	90
96	1.271	0.7869	0.00923	0.0117	108.349	85.255	45.584	3886.283	96
100	1.284	0.779	0.00881	0.0113	113.451	88.383	47.422	4191.242	100
104	1.297	0.7713	0.00843	0.0109	118.605	91.48	49.252	4505.557	104
120	1.349	0.7411	0.00716	0.00966	139.743	103.563	56.508	5852.112	120
240	1.821	0.5492	0.00305	0.00555	328.306	180.312	107.586	19398.985	240
360	2.457	0.407	0.00172	0.00422	582.745	237.191	152.89	36263.93	360
480	3.315	0.3016	0.00108	0.00358	926.074	279.343	192.67	53820.752	480