Selected quad for the lemma: money_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
money_n	example_n	penny_n	pound_n	2,118	5	10.4954	5	true

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A43097	The English school-master compleated containing several tables of common English words, from one, to six, seven, and eight syllables, both whole and divided, according to the rules of true spelling; with prayers, and graces both before and after meat, and rules for childrens behaviour at all times and places, with several other necessaries suitable to the capacities of children and youth. Also brief and easie rules for the true and exact spelling, reading, and writing of English according to the present pronunciation thereof in the famous University of Oxford, and City of London. To which is added, an appendix containing the principles of arithmetick, with an account of coins, weights, measure, time, &c. Copies of letters, titles of honour, suitable for men of all degrees, and qualities, bills of parcels, bills of exchange, bills of debt, receipts, and several other rules and observations fit for a youths accomplishment in the way of trade. John Hawkins school-master at St. Georges Church in Southwark.	Hawkins, John, 17th cent.	1692 (1692)	Wing H1175; ESTC R213434	60,375	140

Admiration is always put after a Sentence wherein something is exclaimed against or admired at as Oh the vain pleasures of the World Oh that ever Man should be charged with the guilt of his own ruin A Parenthesis is when a Sentence is inserted in the middle of another Sentence between two Semicircles which if wholly neglected or omitted the sense would not be spoiled As I shall in a few words because many would be too tedious give you an information of the whole matter Here if these words because many would be too tedious were left out yet the sense would be perfect There are also many other marks which you will meet with in Reading as sometimes when a Vowel is left out in a word you will find this mark over its place viz. ' which is called Ap●strophus as th' intent for the intent consum'd for consumed I 'll for I will c. In compound words you shall find a short Line made between them which is called an Hyphen as Self-denial Time-servers Will-worship and likewise when you have not room to write the whole word in the Line you ought to make the same mark at the end to signifie the rest of the word to be in the other Line And you will find such marks as these in the Bible and other Books viz. * † and ‖ which are called notes of reference and do serve to refer or direct the Readers to look for some proof note or observation which you will find at the same mark in the Margin And sometimes the Letters of the Alphabet are inserted in a smaller Character for the same purpose When another Author is quoted in his own words commonly the beginning of each Line of the same is distinguisht from the rest by a double Comma reversed thus When in writing any Word or Sentence is forgotten then must it be written over the Line and this mark ⁁ called a Caret must be made under the Line pointing between the words where the said word or sentence must come in Likewise at the beginning of a new Head or Section there is by most Authors set this mark § An Appendix to the English School-master compleated containing the Principles of Arithmetick with an Account of Coins Weights and Measures Time c. Copies of Letters and Titles of Honour suitable for Men of all Degrees and Qualities Bills of Parcels Bills of Exchange Bills of Debt Receipts and several other Rules and Observations fi● for a Youths Accomplishment in the way of Trade The Principles of Arithmetick ALL number is expressed by Nine Figures and a Cypher which are thus Charactered viz. 1 one 2 two 3 three 4 four 5 five 6 six ● seven 8 eight 9 nine 0 a Cypher When any number is given whose value you would know you are to consider that the first figure to the Right Hand signifies but its own single value the second is ten times its value as if it be 4 it signifies forty the third is an hundred times its own value as if it be 4 it signifies four hundred according to the following Table First place 1 Units Second place 2 Tens Third place 3 Hundreds Fourth place 4 Thousands Fifth place 5 X of Thousands Sixth place 6 C of Thousands Seventh place 7 Millions Eighth place 8 X of Millions Ninth place 9 C of Millions To value this or any other number begin at the 1 saying Units Tens Hundreds Thousands c. But to read it you must begin at the 9 saying Nine Hundred Eighty Seven Millions Six Hundred Fifty Four Thousand Three Hundred Twenty One In like manner this number viz. 507 is five hundred and seven and 3426 is three thousand four hundred twenty six ADDITION of Integers ADdition teacheth to add divers numbers together and to bring them to one total Sum. When two or more numbers are given to be added together you are to place them units under units tens under tens hundreds under hundreds c. Then add up the first row in the place of units and if they be under ten set down what they come to but if it come to ten or more than ten or twenty or thirty c. then set down the excess and for every ten carry an unite to the next row and proceed in the same manner with every row till you come to the last and whatever that comes to you must set it all down Example Let it be required to find the Sum of 234 and 341 and 923 first I put them one under another as followeth 234   341   923   1498 Sum. Then I begin at the units saying 3 and 1 and 4 make 8 which I put under the Line then to the next row saying 2 and 4 and 3 make 9 which I also set down under its row then to the next row saying 9 and 3 and 2 make 1● which I set down and the work is done and I find the Sum of these three numbers to be 1●9 Again let it be required to find the Sum of 796 ●87 479 and 316 first I set them down in order as you see in the Margent 796   587   479   316   2178 Sum. Then I begin with the row of units and find it to come to 28 wherefore I place the 8 under the Line and carry 2 to the next row for the two tens and I find that row to come to 27 wherefore I put the 7 under the Line and carry 2 to the next row then I add up the third row and find it to come to 21 all which I set down because it is the last row and so I find the Sum of these 4 given numbers to be 2178. More Examples for Exercise follow 6548 57432 4246 5807 3721 438 372 2134 4063 7962 486 369 792 431 592 481 413 876 34 234 576 43 7 75 16113 67182 5737 9100 Addition of Money NOte that 4 farthings is one penny 12 pence is on● shilling and 20 shillings is a pound Sterling or English Money The Character of pounds is l. of shillings is ● of pence d. and of farthings q. When it is required to add pounds shillings pence and farthings together you are to place them in rows one under another viz pounds under pounds shillings under shillings pence under pence and farthings under farthings and under all draw a Line Example let it be required to add these two Sums of Money together viz. 195 l. 17 s. 10 d. 3 q. and 86 l. 15 s. 09 d. 2 q. First I place the given Sums one under the other and draw a Line as you see in the Margent l. s. d. q. 195 17. 10. 3. 86 15 09 2 2●2 13 08 1 Then I begin with the farthings saying 2 and 3 is 5 farthings which is 1 peny and a farthing wherefore I make a dot at the ● for the peny and put the 1 farthing under the Line then I go to the row of pence saying 1 that I carry and 9 is 10 and 10 is 20

pence which is 1 shilling 8 pence wherefore I put a dot at 10 for the shilling and put the 8 pence under the Line and carry 1 for the dot to the shillings and say 1 that I carry and 15 is 16 and 17 is 33 shillings which is 1 pound 13 shillings wherefore I make a dot at the 17 for the 1 pound and put the 13 shillings under the Line then I proceed to add up the pounds saying 1 that I carry and 6 is 7 and 5 is 12 wherefore I put down 2 and carry 1 to the next row c. so that I find the Sum to be 282 l. 13 s. 08 d. 1 q. Other Examples for Exercise follow l. s. d. q. 374 17. 09. ● 297 16. 10 3 3●2 14 1 1. 462 1● 04. 2 695 12. 08 3. 83 11 10. 2 2257 12 07 1 l. s. d. q. 892 12 04 1 437 16. 10. 3. 198 09 11. 1 ●76 12. 07. 0 358 10. 09 3. 84 14 11. 2 2●18 17 06 2 The like is to be understood in all additions whether of Measure Weight Time c. observing how many of the lesser denominations go to make one of the greater Subtraction of Integers SUbtraction teacheth to take a lesser number from a greater and gives the remainder or difference Example Let it be required to subtract 2234 from 4678 here must I place the lesser number under the greater in such manner as if they were to be added together and draw a Line under them as you see in the Margent 4678   2234   2444 Rem Then I begin at the units saying 4 out of 8 and there remains 4 which I place under the Line and go to the next saying 3 out of 7 and there rests 4 which I also put under the Line and go to the next saying 2 out of 6 and there rests 4 which I also put under the Line and proceed to the next saying 2 out of 4 and there remains 2 which I put also under the Line and the work is done and I find the remainder to be 2●44 But if in the work of this nature the undermost figure chance to be greater than that which you are to subtract it from which is the uppermost then must you borrow 10 and add to the uppermost and subtract the undermost from their Sum but then for what you borrowed you must remember to add 1 to the next lowermost figure as in this Example let it be required to subtract 3578 from 8495 first I place them as is before directed and as you see in the Margent with a Line drawn under them then I begin at the place of units saying 8 from ● I cannot wherefore I add 10 to the ● and it makes 1● wherefore I say 8 from 1● and there remains ● which I put under the Line then I proceed to the next figure saying ● that I borrowed and 7 is 8 out of 9 and there rests 1 which I put down and proceed saying 5 out of 4 I cannot but 5 out of 14 and there remains 9 which I put under the Line and proceed saying 1 that I borrowed and 3 is 4 out of 8 and there remains 4 which I put under the Line in its place and the work is done and I find the remainder to be 49●7 The like is to be understood of any other 8495 3578 4917 Examples for Exercise follow 4735 304● 9706 576418 918 5●8 3907 82443 3●17 2524 5799 49●975 Subtraction of Money YOU must place the given numbers one under the other as you were directed in Addition but with this caution in Subtraction put always the lesser number undermost and under all draw a little Line and begin your Subtraction at the right hand with the least denomination But if the lower number of any denomination is greater than the uppermost then borrow 1 of the next greater denomination and from that subtract the lowermost and what remains add to the uppermost and set their Sum under the Line and for that you borrowed add 1 to the next denomination and proceed c. Example Let it be required to subtract 346 l. 08 s. 07 d. 2 q. from 723 l. 4 s. 10 d. 1 q. first I set them down as you see in the Margent and begin at the farthings saying 2 farthings from 1 I cannot wherefore I borrow 1 peny of the next denomination which is 4 farthings and say 2 from 4 and there remains 2 which I add to the 1 farthing and they make 3 wherefore I put 3 under the Line in the place of farthings then I proceed to the pence saying 1 that I borrowed and 7 is 8 from 10 and there remains 2 which I put under the Line and proceed to the shillings saying 8 from ● I cannot wherefore I borrow 1 of the next denomination which is 20 shillings and say 8 from 20 and there remains 12 which being added to the uppermost figure 4 makes 16 which I put under the Line and proceed saying 1 that I carried and 6 is 7 out of 3 I cannot but 7 out of 13 and there remains 6 c. so when the work is finished I find the remainder to be 35 l. 16 s. 02 d 3 q. and the like is to be understood of any other l. s. d. q. ●23 04 10 1 36● 0● 07 2 35● ●6 ●2 3 Examples for further Exercise follow   l. s. d. q. l. s. d. q. From 794 13 08 0 462 15 00 1 Subtract 84 17 10 2 75 11 07 3 Remains 709 15 09 2 387 ●3 04 2 If there be a Sum of Money lent and part thereof received at several payments and you would know how much remains unpaid add the several payments into one Sum which must be subtracted from the Sum lent and the remainder will give you what remains due As in the following Example   l. s. d. q. Borrowed 7.0 00 00 0   124 17 09. 2   48 16. 11. 0 Paid at several Times 34 0● 09 ●   68 14 10. 1   38 12. 05. 2.   97 09 08 2 Paid in all 412 19 06 2 Rests due 287 00 05 2 The like is to be understood of other denominations as Weight Measure Time c. I might proceed to the other Rules of Arithmetick but that being more fit for a large Volume than this small Treatise I shall therefore wave it and content my self with giving you the several Tables of Coins Weights Measure Time c. A Table of English Coin 4 farthings   a Peny 4 pence   a Groat 12 pence   a Shilling 2 Shillings six pence   half a Crown 5 Shillings make a Crown 6 Shillings eight pence   a Noble 2 Nobles or 13 s. 4 d.   a Mark. 3 Nobles or 20 Shillings   a Pound Sterling Troy Weight THE Original Weight used in England is deduced from Grain of Wheat gathered out of the middle of the Ear and well dried and this Weight is called a Grain from whence is

12 00 00 Iune 12. A Box of Sugar Candy 64 l. 3 07 06 30. A Box of Fine Sugar 240 l. at 6 d. 6 00 00 Total Sum 47 03 04 Workmens Bills When any Bill is paid it is customary to give a Receipt for the same on the back-side of the Bill viz. July 20. 1692. Received the full contents of the within written Bill per me l. s. d. 47 03 04 John Burgis A Carpenters Bill Mr. Thompson his Bill for Work and Materials   l. s. d. For 20 Load of Oak at 44 s. per Load 44 00 00 For 30 Load of Firr at 36 s per Load 54 00 00 For 360 Foot of Oak Plank at 3 d. 04 10 00 For 20 Thousand 10 d. Nails at 6 s. the Thous 06 00 00 For ●5 Thousand 6 d. Nails at 4 s. 4 d. per Thous 0● 08 04 For 9 Thousand of double Tens at 10 s. 04 10 00 For 40 l. of Large Spikes at 4 d. per l. 00 13 04 For 10●0 of Deals at 6 l. 10 s. per Hundred 65 00 00 For 94 days work for my self at 3 s. ●4 02 00 For 116 days work for my Man at 2 s. 6 d. 14 10 00 For 64 days for another Servant at 2 s. 6 d. 08 00 00 Total Sum 220 13 08 A Bricklayers Bill Mr. Johnson his Bill for Work and Materials   l. s. d. For 8 Thousand Bricks at 13 s. a Thousand 05 04 00 For 10 Thousand of Tyles at 17 s. a Thousand 06 10 00 For 4 Thousand of Pan Tyles at 20 s. a Thous 04 00 00 For 800 of 10 Inch Tyles at 12 s. a Hundred 04 16 00 For 160 Ridg Tyles at 2 d. per Tyle 01 06 08 For 18 Hundred of Lime at 14 s. 6 d. 13 01 00 For 14 Load of Sand at 4 s. 10 d. 03 07 08 For 28 days for my self at 3 s. 04 04 00 For 34 days for my Man at 2 s. 6 d. 04 0● 00 For a Labourer 30 days at 20 d. 02 10 00 Total Sum 49 04 04 A Receipt in part of a Bill REceived the 17th of March 1692. in part of the within written Bill the Sum of Twenty nine Pounds four Shillings and four Pence I say Received l. s. d. 29 04 0● per me Jeremiah Platton A Receipt in part for Rent REceived July 26. 1692. of James Thompson the Sum of Four Pounds Ten Shillings in part of a Quarters Rent for his dwelling House due at Midsummer last I say Received l. s. d 04 10 0● per me Theophilus Johnson An Acq●ittance from one that Receives Rent by vertue of an Order from the Landlord REceived the 14th of April 1692. of Richard Powel the Sum of Eight Pounds Five Shillings for a Quarters Rent for his dwelling House due at Lady-day last Isa● Received for the use and by the special Order and Appointment of my Master John Robinson Esq. l. s. d 03 05 0● per me Stephen Steward A Copy of a full Discharge REceived the ●th of December 1692. of Mr. James Farringdon the Sum of twenty six pounds fourteen shillings and ten pence being so much due upon Accompt and is in full of all Reckonings Dues Debts Accompts Claims and Demands what soever to the day of the date hereof I say Received l. s. 〈◊〉 26 14 1● per me Thomas Trumplin Or thus May 18th 1692. REceived then of Henry Halfgood the Sum of thirty four pounds seven shillings and six ●ence being for Goods sold him at sundry times and is in full of all Accompts Reckonings Bonds Bills Debts Dues Claims and demands whatsoever to the day of the date hereof I say Received l. s. d 34 07 06 per me Thomas Mercer A Copy of a General Release KNow all Men by these presents that I Ionathan Webster of Bridgnorth in the County of Salop Mercer have Remised Released and for ever quit Claim and by these presents do for me my Heirs Executors and Administrators Remise Release and for ever absolutely quit Claim unto Ionathan Hawley of Claverley in the County aforesaid Shoemaker his Heirs Executors and Administrators all and all manner of Actions Suits Bills Bonds Writings Obligatory Debts Dues Duties Accompts Sum and Sums of Money Judgments Executions Extents Quarrels Controversies Trespasses Damages and Demands whatsoever both in Law and Equity or otherwise howsoever which against the said Ionathan Hawley I ever had now have or which I my Heirs Executors or Administrators shall or may have Claim Challenge or Demand for or by Reason of any Matter Cause or Thing whatsoever from the beginning of the World unto the day of the date of these presents In witness whereof I have here unto set my Hand and Seal this twentieth day of Iune Anno Domini 1692. Ionathan Webster Sealed and Delivered in the presence of Simon Howland John Thornton A short Bill of Debt REceived and Borrowed the 24th of Iune 1692. of Mr. Edward Eveling the Sum of Twenty Pounds of Lawful Money of England which I promise to pay upon demand Witness my Hand and Seal the day and year above written Iohn Iones Teste George Lovelace Another of the same KNow all Men by these presents that I Nehemiah Nonesuch of Kingston in the County of Surry Taylor do Owe and am firmly indebted to Nathaniel Nameless of London Mercer in the Sum of Forty Pounds of Lawful Money of England all which I promise to pay to him or his Order on the twenty fourth day of August next ensuing the date hereof In witness whereof I have hereunto set my Hand and Seal this seventeenth day of May Anno Domini 1692. Sealed and delivered in the presence of James Careless John Hunt Nehemiah Non such A Bill of Debt with a Penalty KNow all Men by these presents that I Nehemiah Nonesuch of Kingston in the County of Surry Taylor do Owe and am firmly Indebted to Nathanael Nameless Citizen and Mercer of London in the Sum of Forty Pounds of Lawful Money of England all which I promise to pay to him or his Order on the twenty fourth day of August next ensuing the date hereof and that the same may be well and truly paid I bind me my Heirs Executors and Administrators in the penal Sum of Eighty Pounds of the like Lawful Money of England In witness whereof I have hereunto set my Hand and Seal this seventeenth day of May Anno Domini 1692. Sealed and Delivered in the presence of James Careless John Hunt Nehemiah Nonesuch A Bond for the same Sum in English KNow all Men by these presents that I Nehemiah Nonesuch of Kingston in the Count● of Surry Taylor am holden and firmly do stand bound unto Nathanael Nameless Citizen and Mercer of London in the Sum of Eighty Pounds of good and Lawful Money of England to be paid unto the said Nathanael Nameless or to his certain Attorney his Heirs Executors Administrators or Assigns To the which payment well and truly to be made I bind my self my Heirs Executors and Administrator●