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D. d. cm.
48,5 7 3

37

D. d. c, in.
Mult. 45,8 46

by 23,0 94

340011

183384 145719

412614

1375380 Anf. 1797,201

91692 D.d.c.m.

Anf. 1058,767750**,

D.d.c.m. Div 1. If 1000 oranges coit 10 dollars, what is that a piece?

D.d.c.D.d.ci
1000)10,0 0(0,0 I Anf*

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D. d. c. 2. If 3730 bushels of corn coft 2025,39 what is that

per
bushel ?

D. d. 6. D. d.c.
3730)2025,39(0,5 4 3 Ano

18650

16039
14.920

I1190
11190

3. Divide 12976 dollars between 7 men.

7)12976

1853,714 Anf. in dol. dim. &c.
D.d.e.m.

DECIMAL # And here I would remind the learner, that, when he has brought down all his whole numbers, or dollars, in the dividend, he must place a comma in the quotient ; and if, when he has brought down the next figure, he cannot have the divisor once, he must place, a cypher at the right hand of the conima, in the place of dimes,

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Decimal Tables of Coin, Weight and Measure. TABLE I. Coin. Farthings. Decimals. Grains. Decimals. £ 1 the Integer.

3 ,0625 . 5 ,010416 Shil. I dec. 'Shil. dec.

4 ,008333 ,020833

,00625 19 ,951 9 ,45

TABLE III. 18 ,9

14 17

,002083 ,857

,35

Troy WEIGHT. 16 ,8

TABLE IV. ,3 I its the Integer. 15 ,751 5 ,25 Ounces the same as

AVOIRDUPOIS wt. 14 7

,2
TABLE II.

1121t the Integer. 13 ,651 3 ,15

Decimals.
Penny-
,05
Decimals.

,75
weights.
,5

15
,041666

,25 Pence. Decimals.

,0375 Pounds. Decimals. ,045833

,033333 10 ,041666

27

,241071 ,029166

26 ,0375

,232143 ;025

25 ,033333

,223214 ,020833

24 ,029166

,214285 4 ,016666

23 ,025

,205357

,0125 ,020833

, 196428

,008333 ,016666

,1875 ,0125

,178571 Grains. Decimals. ,008333

19 ,169643 ,002083

18 ,004166

, 160714

,00191 17 Farthings. | Decimals. JO ,001736

16

.,142857 3 ,003125

,001562 15

,133928
,0020833
,001389 14

,125
,0010416
7 ,001215 13

,10761 TABLE 11.

,001042

,107143 5 ,000868

,098214 Coin and Long Meas.

4
;000694

,089286 i Shilling & 1 Foot 3 ,000521

,085357 the Integer.

,000347

,071428 ,000173

7 , ,0625 IPence & Decimals. 1 Oz. the Integer.

,053571 Inches.

5 Pennywcights the same ,044643 ,916666

4 as Shillings in the first ,035714

3 ,026786

1017857 666666 | Grains. Decimals.

1003928 7 ,583333

,025

Ounces. Decimals. 6 ,3

,022916

15 ,020833

,008370 5

14

,01875 4 ,333333

,0078:2 8

13 ,007254 ,165666 ,014583

,006696 ,083333

,0125

Carried over.

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Brought over. Drams.! Decimals. Yards. Decimals. Ounces. Decimals. 7

,027 343

7

,003977 6 ,006138

,023437

6

,003409 10 ,00558

5 ,019531 5 ,C02841
4

4
2005022
9

,015625

,002273 8 ,004464

3
2011718

,001704
,007812
,003906
7

,001136 6 ,003348

,003906

,000568 5 ,00279 TABLE VII.

Feet. Decimals. 4 ,002232

,0003787 3 ,001674 CLOTH MEASURE.

,0001892 2 ,001TTÓ

1 Yard the Intéger. Inches. Decimals. 1 ,000558

6 ,0000947 Quarters. Decimals.

5 ,000079 qrs. of ozs. Decim.

3
275

4 ,,0000632
3
2000418

3 ,0000474 ,000279

,25

,0000316 I ,0001391 Nails, Decimals.

,0000158 3 ,1875 TABLE V.

TABLE VIII.

,125 AVOIR. WEIGHT. 1

,0625 LIQUID MEASURF. 1 lb. the Integer.

I Gallon the Integer. TABLE VI.

Quarts the same as Ounces Decimals. LONG MEASURE. qrs. in TABLE VI.

15 ,9375 I Mile the Integer.
14
,875

'I Pint.

,125
13
,8125 Yards. Decimals. 3 Gill.

,09375
175
JOoo ,568182 2

,0625 IT

,511364

,03125 10 ,615

800 5454545 15625

TABLE IX. 700 23977 27 5

Time. 600

,34 34.375

1 Year the Integer.

500 5284091
6
2375

Months the same as

400 ,227272 5 13125

Pence in 'T'ABIE II.

300 ,170454
4
,25

,113636
3
,1875
LOO

Days. | Decimals

,056818 ,125

365 ,051136

1,000000 90 0625

300 ,821923 ,045454

200 Dranis, Decimals, 70 ,039773

,547915 15.

,273973 ,059493

60
2034091

20 ,246575 14 ;055587

,028109 50

80 13 ,057681

,219178 40 ,022727

70 191781 ,047775 30 2017045

60 ,043868

,011364

,164383

so ,005632

,136) 86 ,039262

40 ,036056

,109589

,005114 8. ,03215

,004545

Carried ever.

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Hours. Decimals. (Minutes. Decimals. 19

30 ,020833 18 75

20 ,013888 17

1708333 1ο ,006944 16 ,666666

9 ,00625 15 3625

8

,005555 14 ,583333

,004861 13

6
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15

5 ၂၀၁3472 11 ,458333 4 ,002777 IO 9416666

,002083 9 1375

2001388 8 ,333333

,000694 ,291666

325
5 ,208333
4 ",166666

,125
2 083333

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COMPOUND MULTIPLICATION

Is extremely useful in finding the value of Goods, &c. -And, as in Compound Addition, we carry from the lowest denomination to the next higher, so, we begin and carry in Compound Multiplication ; one general rule being, to multiply the price by the quantity:

c'À SE I. When the quantity does not exceed 12 yards, pounds, &c. fet down the price of 1, and place the quantity underneath the least denomination, for the multiplier, and, in multiplying by its observe the fame rules for carrying froni one denomination to another, as in Compound Ad. dition.

INTRODUCTORY

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PRACTICAL QU E S T I O N S. What will 9 yards of cloth, at 55. 4d. per yard, come to ?

£

5 4. price of one yard. Multiplied by

9

yards.
Anf.
£o. 28

O price of 9 yards.
Questions. d.
2d. 3 yards, at 15 4
3d..6 at

per yard.
at 13 73,

CASE II. When the multiplier, that is, the quantity, is above 12, you must multiply by two such numbers, as, when multiplied together, will produce the given quantity.

9 10

4th. 9

E x A M P L E S., 1. What will 144 yards of cloth cost, at 35. sid. per yard:

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