Tables of interest for all rates and time with the dayly income of annual sums from one pound to one hundred thousand pounds p. annum, and the amount of rents, sallarys and pensions from one pound to two thousand five hundred pounds a year and upwards / exactly computed to the tenth part of a penny by Israel Falgate at ye Bank of England.

Author: Falgate, Israel.1700

TABLES of Interest For all Rates and Time With the dayly Income of Annual Sums From one Pound to one Hundred Thousand Pounds ꝑ Annum

And the Amount of RENTS SALLARYS AND PENSIONS From one Pound to Two Thousand five Hundred Pounds a Year and upwards

Exactly Computed To the tenth part of a Penny By Israel Falgate at y^e BANK of ENGLAND

[Page]

A SCALE of TIME to find any number of Days in a Year at one Subtraction.
JANUARY			FEBRUARY			MARCH			APRIL			MAY			JUNE
10	20	31	10	20	28	10	20	31	10	20	30	10	20	31	10	20	30
10	20	30	40	50	60	70	80	90	100	110	120	130	140	150	160	170	180
JULY			AUGUST			SEPTEMBER			OCTOBER			NOVEMBER			DECEMBER
10	20	31	10	20	31	10	20	30	10	20	31	10	20	30	10	20	31
100	200	210	220	230	240	250	260	270	280	290	300	310	320	330	340	350	360
JANUARY			FEBRUARY			MARCH			APRIL			MAY			JUNE
10	20	31	10	20	28	10	20	31	10	20	30	10	20	31	10	20	30
370	380	390	400	410	420	430	440	450	460	470	480	490	500	510	520	530	540
JULY			AUGUST			SEPTEMBER			OCTOBER			NOVEMBER			DECEMBER
10	20	31	10	20	31	10	20	30	10	20	31	10	20	30	10	20	31
550	560	570	580	590	600	610	620	630	640	650	660	670	680	690	700	710	720	730

[Page]

TO HIS Royal Highness PRINCE GEORGE OF DENMARK.

These Compendious TABLES OF INTEREST are dedicated, By YOUR, HIGHNESSES most humble and Obedient servant

Israel Falgate.

By the Scale of Time

To find the Number of Days for any time in the Year

Take y^e Numbers from y^e latter part of y^e Scale answering to y^e given Time and Date then Substract y^e lesser Numb^r from y^e greater & y^e remainder is y^e Answer

EXAMPLE

What is y^e Number of Days from Feb.^ry the 14.^th to Nov.^r the 20.^th

Thus against y^e 20^th of Nov.^r is 689. days and against y^e..14 of Feb. is 410. w.^ch substract y^e Answer is....279 days

[Page]

FOR INTEREST the Rule is

I Multiply y^e Sūm & the Time together
II Multiply y^e first Product by y^e Rate
III Seperate the last Product into Pairs by Dotts from y^e right Hand & collect from each respective Table y^e Sūms answering to such separated Numbers

QUESTION

What is y^e Interest of £ 136 for 80 days at 7 ꝑ C.^T ꝑ Ann.

I. Multiply....136 the Sum
- by....80 the Time
II Multiply 10880 the first Product
- by.....7 the Rate
III Separate 76160 the last Product into Pairs from the Right Hand thus 7.61.60.

Then in Table the

	l	s	d
First against....60 is.	—.	—.	—.	4
Second against. 61 is.	—.	3.	4.	1
Third against...7 is.	1.	18.	4.	3
So the Answer is...	2.	1.	8.	8/10

After this manner all other Questions of Interest are answered.

[Page]

To find Annual Sums for one Day, the Rule is

I Multiply the propounded Sum by 100 w.^ch is but annexing two Cyphers thereto
II Seperate it into pairs by dots from the right hand & 'tis prepar'd for the Table

EXAMPLE.

An Income of £73 a Year, what is that a Day. Thus 7300 dotted stands Viz^t 73.00. Then find 73 in y^e second

Table against w.^ch is y^e Answer Viz! 4.^s For several Days The Rule is

I Multiply y^e Sum propounded by 100
II Multiply y^t first product by the Time
III Separate y^e last product into pairs as by y^e

EXAMPLE.

What comes 25 Days to at 150 ꝑ Ann

I Multiply...150.... the Annual Sum
- by.... 100 y^e common Multiply^r
II Multiply... 15000 y^e first Product
- by..... 25 the Time
- 75000
- 30000
III Separate 375000 the Product thus 37.50.00. and in Table the

nbsp;	l	s	d
Second against....... 50 is		2	8	9
Third against....... 37 is	10	2	8	9
Which added makes for Answ.^r	10	5	5	8/10

[Page]

Table the First
N.^o	10/ꝑts
1	0
2	0
3	0
4	0
5	0
6	0
7	0
8	1
9	1
10	1
11	1
12	1
13	1
14	1
15	1
16	1
17	1
18	1
19	1
20	1
21	1
22	1
23	2
24	2
25	2/10
N.^o	10/ꝑts
26	2
27	2
28	2
29	2
30	2
31	2
32	2
33	2
34	2
35	2
36	2
37	2
38	3
39	3
40	3
41	3
42	3
43	3
44	3
45	3
46	3
47	3
48	3
49	3
50	3/10
N.^o		10/ꝑts
51	3
52	3
53	3
54	4
55	4
56	4
57	4
58	4
59	4
60	4
61	4
62	4
63	4
64	4
65	4
66	4
67	4
68	5
69	5
70	5
71	5
72	5
73	5
74	5
75	5/10
N.^o		10/ꝑts
76	5
77	5
78	5
79	5
80	5
81	5
82	5
83	5
84	6
85	6
86	6
87	6
88	6
89	6
90	6
91	6
92	6
93	6
94	6
95	6
96	6
97	6
98	6
99	7/10

[Page]

Table the Second
N.^o	l.	s.	d.	10/ꝑts
1	....	—	—	7
2	....	—	1	3
3	....	—	2	0
4	....	—	2	6
5	....	—	3	3
6	....	—	4	0
7	....	—	4	6
8	....	—	5	3
9	....	—	5	9
10	....	—	6	6
11	....	—	7	2
12	....	—	7	9
13	....	—	8	5
14	....	—	9	2
15	....	—	9	9
16	....	—	10	5
17	....	—	11	2
18	....	—	11	8
19	....	1	—	5
20	....	1	1	2
21	....	1	1	8
22	....	1	2	5
23	....	1	3	1
24	....	1	3	8
25	....	1	4	4/10
26	....	1	5	1
27	....	1	5	8
28	....	1	6	4
29	....	1	7	1
30	....	1	7	7
31	....	1	8	4
32	....	1	9	1
33	....	1	9	7
34	....	1	10	4
35	....	1	11	0
36	....	1	11	7
37	....	2	—	3
38	....	2	1	0
39	....	2	1	6
40	....	2	2	3
41	....	2	3	0
42	....	2	3	6
43	....	2	4	3
44	....	2	4	9
45	....	2	5	6
46	....	2	6	2
47	....	2	6	9
48	....	2	7	6
49	....	2	8	2
50	....	2	8	9/10
51	....	2	9	5
52	....	2	10	2
53	....	2	10	8
54	....	2	11	5
55	....	3	—	2
56	....	3	—	8
57	....	3	1	5
58	....	3	2	1
59	....	3	2	8
60	....	3	3	5
61	....	3	4	1
62	....	3	4	8
63	....	3	5	4
64	....	3	6	1
65	....	3	6	7
66	....	3	7	4
67	....	3	8	1
68	....	3	8	7
69	....	3	9	4
70	....	3	10	0
71	....	3	10	7
72	....	3	11	3
73	....	4	—	8
74	....	4	—	7
75	....	4	1	3/10
76	....	4	2	0
77	....	4	2	6
78	....	4	3	3
79	....	4	4	0
80	....	4	4	6
81	....	4	5	3
82	....	4	5	9
83	....	4	6	6
84	....	4	7	2
85	....	4	7	9
86	....	4	8	5
87	....	4	9	2
88	....	4	9	9
89	....	4	10	5
90	....	4	11	2
91	....	4	11	8
92	....	5	—	5
93	....	5	1	2
94	....	5	1	8
95	....	5	2	5
96	....	5	3	1
97	....	5	3	8
98	....	5	4	4
99	....	5	5	1/10
...	....	..	..	.

[Page]

Table the Third
N^o.	l.	s.	d.	10/ꝑts
1	....	5	5	8
2	....	10	11	5
3	....	16	5	3
4	...1	1	11	0
5	...1	7	4	8
6	...1	12	10	5
7	...1	18	4	3
8	...2	3	10	0
9	...2	9	3	8
10	...2	14	9	5
11	...3		3	3
12	...3	5	9	1
13	...3	11	2	8
14	...3	16	8	5
15	...4	2	2	3
16	...4	7	8	1
17	...4	13	1	8
18	...4	18	7	6
19	...5	4	1	3
20	...5	.9	7	1
21	...5	15		8
22	...6		6	6
23	...6	6		3
24	...6	11	6	1
25	...6	16	11	8/10
26	...7	2	5	6
27	...7	7	11	3
28	...7	13	5	1
29	...7	18	10	8
30	...8	4	4	6
31	...8	9	10	4
32	...8	15	4	1
33	...9		9	9
34	...9	6	3	6
35	...9	11	9	4
36	...9	17	3	1
37	...10	2	8	9
38	...10	8	2	6
39	...10	13	8	4
40	...10	19	2	1
41	...11	4	7	9
42	...11	10	1	6
43	...11	15	7	4
44	...12	1	1	2
45	...12	6	6	9
46	...12	12		7
47	...12	17	6	4
48	...13	3		2
49	...13	8	5	9
50	...13	13	11	7/10
51	...13	19	5	4
52	...14	4	11	2
53	...14	10	.4	9
54	...14	15	10	7
55	...15	1	.4	4
56	...15	6	10	2
57	...15	12	.4	0
58	...15	17	.9	7
59	...16	3	.3	5
60	...16	8	9	2
61	...16	14	3	0
62	...16	19	8	7
63	...17	5	2	5
64	...17	10	8	2
65	...17	16	2	0
66	...18	1	7	7
67	...18	7	1	5
68	...18	12	7	2
69	...18	18	1	0
70	...19	3	6	7
71	...19	9		5
72	...19	14	6	2
73	...20			0
74	...20	5	5	8
75	...20	10	11	5/10
76	..20	16	5	3
77	..21	1	11	0
78	..21	7	4	8
79	..21	12	10	5
80	..21	18	4	3
81	..22	3	10	0
82	..22	9	3	8
83	..22	14	9	5
84	..23		3	3
85	..23	5	9	1
86	..23	11	2	8
87	..23	16	8	6
88	..24	2	2	3
89	..24	7	8	1
90	..24	13	1	8
91	..24	18	7	6
92	..25	4	1	3
93	..25	9	7	1
94	..25	15		8
95	..26		6	6
96	..26	6		3
97	..26	11	6	1
98	..26	16	11	8
99	..27	2	5	6/10
..	....	..	..	.

[Page]

Table the Fourth
N^o.	l.	s.	d.	10/ꝑts
1	27	7	11	3
2	54	15	10	7
3	82	3	10	0
4	109	11	9	4
5	136	19	8	7
6	164	7	8	1
7	191	15	7	4
8	219	3	6	7
9	246	11	6	1
10	273	19	5	4
11	301	7	4	8
12	328	15	4	1
13	356	3	3	5
14	383	11	2	8
15	410	19	2	1
16	438	7	1	5
17	465	15		8
18	493	3		2
19	520	10	11	5
20	547	18	10	9
21	575	6	10	2
22	602	14	9	5
23	630	2	8	9
24	657	10	8	2
25	684	18	7	6/10
26	712	6	6	9
27	739	14	6	3
28	767	2	5	6
29	794	10	4	9
30	821	18	4	3
31	849	6	3	6
32	876	14	3	0
33	904	2	2	3
34	931	10	1	7
35	958	18	1	0
36	986	6		3
37	1013	13	11	7
38	1041	1	11	0
39	1068	9	10	4
40	1095	17	9	7
41	1123	5	9	1
42	1150	13	8	4
43	1178	1	7	7
44	1205	9	7	1
45	1232	17	6	4
46	1260	5	5	8
47	1287	13	5	1
48	1315	1	4	4
49	1342	9	3	8
50	1369	17	3	1/10
51	1397	5	2	5
52	1424	13	1	8
53	1452	1	1	2
54	1479	9		5
55	1506	16	11	8
56	1534	4	11	2
57	1561	12	10	5
58	1589		9	9
59	1616	8	9	2
60	1643	16	8	5
61	1671	4	7	9
62	1698	12	7	2
63	1726		6	6
64	1753	8	5	9
65	1780	16	5	3
66	1808	4	4	6
67	1835	12	3	9
68	1863		3	3
69	1890	8	2	6
70	1917	16	2	0
71	1945	4	1	3
72	1972	12		7
73	2000
74	2027	7	11	3
75	2054	15	10	7/10
76	2082	3	10	0
77	2109	11	9	4
78	2136	19	8	7
79	2164	7	8	1
80	2191	15	7	4
81	2219	3	6	7
82	2246	11	6	0
83	2273	19	5	4
84	2301	7	4	8
85	2328	15	4	1
86	2356	3	3	4
87	2383	11	2	8
88	2410	19	2	1
89	2438	7	1	5
90	2465	15		8
91	2493	3		2
92	2520	10	11	5
93	2547	18	10	8
94	2575	6	10	2
95	2602	14	9	5
96	2630	2	8	9
97	2657	10	8	2
98	2684	18	7	6
99	2712	6	6	9
100	2739	14	6	2/10

[Page]

A Table of Days and 12 parts of a Day exactly answering to all the Months & Quarters in three Years.
Months	Days	12/pts
1	30	5
2	60	10
* 3	91	3
4	121	8
5	152	1
* 6	182	6
7	212	11
8	243	4
* 9	273	9
10	304	2
11	334	7
* * 12	365
13	395	5
14	425	10
* 15	456	3
16	486	8
17	517	1
* 18	547	6
19	577	11
20	608	4
* 21	638	9
22	669	2
23	699	7
* * 24	730
25	760	5
26	790	10
* 27	821	3
28	851	8
29	882	1
* 30	912	6
31	942	11
32	973	4
* 33	1003	9
34	1034	2
35	1064	7
* * 36	1095

The Intention of this Table is to bring Months and Quarters into Days which is thus perform'd

Against the Number of Months is their proportion in Days & 12^ths. of a Day, to which add the remaining Days contained in a Question and then proceed as in the following Example.

[Page]

For Interest

Multiply y^e. Principal by y^e time takeing as many 12^ths of y^e. Principal as y^e Fraction consists of add all for a Product w^ch. multiply by y^e Rate and Separate

EXAMPLE

What is y^e Interest of 750£ for 9 months & 24 Days at 6 ꝑ Cent ꝑ Ann

	Days
9 Mon^ths. is	273	9/12
remain. 9^days	24
In all.....	297	9/12
Sum.....	750	£
	14850
6/12	375	s.
3/12	187	10
	223312
	6	y^e Rate
	1.33.98.72

	l.	s.	d.
72.				5
98.		5	4	4
33.	9		9	9
£.	27	7	11	3
Answ^r. £	36.	14.	2.	1

For Annual Sums Add two Cyphers to the Princip! then multiply it by y^e time & add as many 12p^ts. of y^e. Princip^l w^th y^e 2 Cyphers annext as the Fraction consists of add all for a Product then separate

EXAMPLE

What is y^e am^t of 1200£ ꝑ Ann for 13^mo. & 15 days

Days
13 Mon^th. is	395.	5/12
remain^g days	15.
In all.....	410.	5/12
Annual Sum w^th. 2 Cyphers	120000
	410
		1200000
	480000
5/12	50000
	49.25.00.00.

	l	s	d
25	6.	16.	11.	8
49.	1342.	9.	3.	8
Answ^r.	1349.	6.	3.	6/10

Note in taking y^e parts of a Day what remains of a £ may be omitted

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