4591 4681 36082074 4683 36102033 35184474 4636 35633126 4592 35194441 4637 35643099 4682 36092053 4593 35204407 4638 35653073 4594 35214374 4639 4595 35224341 4640 4596 35234308 4641 4597 35244276 4642 35663047 4684 36112013 35673021 4685 36121993 35682995 4686 36131973 35692969 4687 36141954 4,98 35254243 4643 35702944 4688 36151934 4599 35264211 4644 35712958 4689 35161915 4600 35274179 4545 35722893 4690 36171895 4601 35284147 4646 35732868 4691 36181876 4607 35343958 4652 35792720 4697 36241764 36261728 4608 35353928 4653 35802696 4698 36251746 4609 35363897 4554 35812672 4699 4610 35373866 4655 35822648 4700 36271710 4611 35383836 4556 35832624 4701 35281691 4612 35393806 4657 35842600 4702 36291673 4613 35403776 4658 35852577 4703 36301656 4614 35413746 4659 35862553 4704 36311638 4615 35423716 466035872530 4705 36321621 4616 35433686 4661 35882507 4706 36331603 4617 35443657 4662 35892484 4707 36341586 4618 35453528 4663 35902451 4708 35351569 4619 35463598 4664 35912439 4709 36361552 4620 35473569 35922416 4710 36371535 35473569 4665 4621 35483541 4656 35932394 4711 36381518 4522 35493512 4667 35942372 4712 36391501 4623 35503483 4668 4624 35513455 4669 35962327 4714 36411469 4525 35523427 4670 35972306 4715 36421452 4626 35533399 4671 35982284 4627 35543371 4672 35992 262 4628 4674 36012219 4719 35461388 4630 35573 S8 4675 36022198 4720 36471372 4631 35583260 46 6 36042156 4722 36491341 36052135 4723 36501326 4634 35613179 46-9 463; 35523153 4680 36062115 4724 36511310 36072094 4725 36521295 7 4864 37915076 4910 38369956 4956 38829914 4865 37920072 4911 38379955 4957 38839913 4866 37930069 4912 38389953 4958 38849913 4867 37940065 4913 38399952 4959 38559913 4868 37950062 4914 38409950 4960 38869912 4869 37960058 4915 487037970055 4916 38429917 4962 38889912 4871 37980051 4917 4672 37990048 4918 4874 38010042 4920 38469942 4956 38929911 4875 3 8020038 38939911 4876 38030035 4922 38489939 4968 38949910 4877 38040032 4878 38050029 4924 38509937 4970 38969910 48-9 38060026 4925 38519936 4971 38979910 4880 38070023 4926 38529935 4972 38989910 4881 3 8080020 4927 38539934 4973 38999909 4928 38549933 4929 38559932 4975 39019909 4884 3 8110212 4930 38569931 4976 39029909 4887 4885 38120010 4931 38579930 4977 488638130007 4932 38589929 38140004 4933 38599928 4898 38150002 4934 38609927 4980 38159999 4955 38619926 4981 4979 39959909 39069909 39079909 38629926 4982 39089908 4891 3 8179994 4937 38639925 4983 39099908 4892 38189992 4938 38649924 4984 39109908 48933 8199990 4939 38659923 4985 39119908 4894 3 8209988 4940 38669923 4986 39129908 4895 3 3210985 4941 38679922 4987 3913990S 4942 38689921 4988 39149908 4943 38699920 4989 39159908 4944 38709920 4990 39169908 4945 38719919 4991 39179908 4992 39189908 4901 3 8279973 4947 38739918 4993 39199908 4902 3 3289971 4948 38749918 4994 39209908 4949 38759917 4995 39219908 4950 38769917 4996 39229908 38779916 4997 39239908 38789916 4998 39249908 38799915 4999 39259908 3 8349960 4954 38809915 5000 39269908 3 83500:8 1055 38819914 In the preceding table, each number in the column of fegments is the area of the circular fegment, whofe height, or verfed fine of its half arc, is the number immediately on the left of it, the diameter of the circle being 1, and the whole area 78539816; and therefore all the numbers in the table are to be accounted decimals. This table is here extended to ten times the length which it had ufually been, the diameter being divided into ten thousand equal parts, inftead of one thousand: And this fize of it alfo allowed me to carry each number out to eight places of figures, inftead of fix; for when the diameter is divided only into one thoufand parts, the proportional part for the figures in the verfed fine, beyond the third, will not give the area true beyond the 6th figure; but in this table it is always found true in the 8th place. Rule the 9th to the circular fegiment in page 143 explains the use of it; to which it may be only neceffary to add there, when a fegment greater than a femicircle is to be found, fubtract the quotient of its verfed fine, divided by its diameter, from 1; then fubtract the tabular fegment which correfponds to the remainder, from 78539816, the whole tabular circle, and the remainder will be the tabular circle correfponding to the fegment required; and which muft. then be multiplied by the fquare of the diameter.. FINIS. BOOKS by the fame AUTHOR, lately published. 1. MATHEMATICAL TABLES, containing the Common, Lo giftic, and Hyperbolic Logarithms. Alfo Sines, Tangents, Secants, and Verfed Sines, &c. 8vo. Price 14s in Boards. 2. A SYSTEM OF PRACTICAL ARITHMETIC, AND BOOK. KEEPING, both by Single and Double Entry, for the Ufe of 2s 6d. Schools. 3. A KEY TO THE ARITHMETIC, containing the Solutions, at full Length, of all the Queftions propofed in the Arithmetic. For the Ufe of Preceptors and others. 4. THE MATHEMATICAL PARTS OF THE LADIES DIARIES. 3 vols. 155. 9s. 5. THE POETICAL PARTS OF THE LADIES DIARIES. 2 vols. 7. TRACTS, MATHEMATICAL AND PHILOSOPHICAL. 4to. 15s. half bound. 8. THE COMPENDIOUS MEASURER, being a brief, yet com prehenfive Treatife on Menfuration and Practical Geometry; for the Ufe of Schools. 3s 6d. 9. THE PRINCIPLES OF BRIDGES. 28 68. |