Problem, when the time is short. Find the difference in time between April 12 and July 15, 1902.

Work:

Number of days leftin April=18
in May=31
in June=30
in July=15
Total number of days=94

Note.—If the rate and principal are given, it is a simple matter to find the interest, now that we have the time.

Example of the use of [Table]: What is the time from February 10 to October 18, in the same year. February 10 is numbered 41, and October 18 is numbered 291; 291 - 41 = 250, Ans. This includes the last day, but not the first. If both days are taken, subtract 40 from 291 = 251, Ans. When February 29 occurs in a term, count an additional day. The day of the date of a note is not included in its term; thus, required the last day of grace of a note dated March 24, at 90 days. March 24 = 83; 83 + 93 = 176 = June 25, Ans.

TABLE OF TIME, IN DAYS
The following table gives the exact time, in days, between two dates.

Jan.Feb.MarchAprilMayJuneJulyAug.Sept.Oct.Nov.Dec.
1326091121152182213244274305335
2336192122153183214245275306336
3346293123154184215246276307337
4356394124155185216247277308338
5366495125156186217248278309339
6376596126157187218249279310340
7386697127158188219250280311341
8396798128159189220251281312342
9406899129160190221252282313343
104169100130161191222253283314344
114270101131162192223254284315345
124371102132163193224255285316346
134472103133164194225256286317347
144573104134165195226257287318348
154674105135166196227258288319349
164775106136167197228259289320350
174876107137168198229260290321351
184977108138169199230261291322352
195078109139170200231262292323353
205179110140171201232263293324354
215280111141172202233264294325355
225381112142173203234265295326356
235482113143174204235266296327357
245583114144175205236267297328358
255684115145176206237268298329359
265785116146177207238269299330360
275886117147178208239270300331361
285987118148179209240271301332362
2988119149180210241272302333363
3089120150181211242273303334364
3190151212243304365
Compound Interest

Interest computed, at regular intervals, on the sum of the principal and any unpaid interest, is called compound interest. In other words, as soon as interest becomes due and is unpaid, it begins to draw interest at the same rate as the principal. Compound interest is generally paid on the deposits in savings banks and is used in calculating amortization and sinking funds.

Interest may be compounded quarterly, semi-annually, annually, or at the end of any other period agreed upon. In some States the collection of compound interest is not permitted.