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13. From 365 dollars 90 cents, take 168 dols. 99 cents

Ans. $196, 91 cts.

14. From 249 dollars 45 cents, take 180 dollars.

Ans. $69, 45 cts. 15. From 100 dollars, take 45 cts. Ans. $99, 55 cts. 16. From ninety dollars and ten cents, take forty dol lars and nineteen cents. Ans. $49, 91 cts. 17. From forty-one dollars eight cents, take one dollar nine cents.

Ans. $59, 99 cts.
Ans. 82, 93 cts.

18. From S dols. take 7 cts. 19. From ninety-nine dollars, take ninety-nine cents.

Ans. $98, 1 ct.

20. From twenty dols. take twenty cents and one mill. Ans. $19, 79 cts. 9 mills.

21. From three dollars, take one hundred and ninety

nine cents.

Ans. $1, 1 ct. Ans. $19, 90

22. From 20 dols. take 1 dime. 23. From nine dollars and ninety cents, takene nis dimes.

and

Ans. 0 rem 72.

24. Jack'sne million, take nine hundred and ninetynine thousand. Ans. One thousand. 21. From nine hundred and eighty-seven millions, ke nine hundred and eighty-seven thousand.

Ans. 986013000.

22. Subtract one from a million, and shew the remainAns. 999999.

der.

QUESTIONS.

1. How much is six hundred and sixty-seven, greater than three hundred and ninety-five ?

Ans. 272.

2. What is the difference between twice twenty-seven, and three times forty-five? Ans. 81. 3. How much is 1200 greater than 365 and 721 added together ? Ans. 114. 4. From New-London to Philadelphia is 240 miles. Now if a man should travel five days from New-London towards Philadelphia, at the rate of 39 miles each day, how far would he then be from Philadelphia.

[graphic]

5. What is the value of 29 pairs of men's shoes, at 1 dollar 51 cents per pair? Ans. $43, 79 cents. 4. What cost 131 yards of Irish linen, at 38 cents per yard? Ans. $49, 78 cents.

5. What cost 140 reams of paper, at 2 dollars 35 cents per ream?

6.

Ans. $329. What cost 144 lb of hyson tea, at 3 dollars 51 cents Ans. $505, 44 cents. per lb. ? 7. What cost 94 bushels of oats, at 33 cents bushper Ans. $31, 2 cents.

el ?

14 cents per firkin ?

8. What do 50 firkins of butter come to, at 7 dollars Ans. $357 9. What cost 12 cwt. of Malaga raisins, at 7 dollars 31 cents per cwt.? Ans $87, 72 cents. 10. Bought 37 horses for shipping, at 52 dollars per head what do they come to?

;

Ans. $1924. 11. What is the amount of 500 lbs of hog's-lard, at 15

cents per lb. ?

Ans. $75. 12. What is the value of 75 yards of satin, at 5 dollars 75 cents per yard ? Ans. $281, 25 cents. 13. What cost 367 acres of land, at 14 dols. 67 cents Ans. $5383, 89 cents. per acre? 14. What does 857 bls. pork come to, at 18 lols. C Ans. $16223. 1 cent 15. What does 15 tons of Hay come to et di dols. ets. per ton ? Ans. 8311, 70 cont

cents per bl. ?

16. Find the amount of the following.
BILL OF PARCELS.

Mr. James Paywell,

New London, March 9. 1814

Bought of William Mercha
8. cts.
at 2, 15 per lb.
at 0/21
at, 19

28 lb. of Green Tea,
ib. of Coffee,
34 lb. of Loaf Sugar,
t. of Malaga Raisins,
of Butter,

5. M duct tend

Band Sether
of worsted Hos,
icts of Cats,
Fans of mel's Shoes,

eess

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7, 51 per cwt.
at 7, 14 per fir....
at 1, 04 per pair.
at 0, 35 per bush...
at 1, 12 per pair.

WILLIAN

pro

ex

nine

A SHORT RULE.

NOTE. The value of 100 lbs. of any article will be just as many dollars as the article is cents a pound.

For 100 lb. at 1 cent per lb. 100 cents=1 dollar.

=

100 lb. of beef at 4 cents a lb. comes to 400 cents=4 dollars, &c.

DIVISION OF WHOLE NUMBERS. SIMPLE DIVISION teaches to find how many times one whole number is contained in another; and also what remains; and is a concise way of performing seve⚫ ral subtractions.

Four principal parts are to be noticed in Division:
1. The Dividend, or number given to be divided..
2. The Divisor, or number given to divide by.

3. The Quotient, or answer to the question, which shows how many times the divisor is contained in the dividend.

21.

yke n.

der.

4. The Remainder, which is always less than the dior, and of the same name with the Dividend.

RULE.

st, seek how many times the divisor is contained in of the left hand figures of the dividend as are that the ay, (that is, and the greatest figure 22.isor can be multiplied by, so as to produce a product it shall not exceed the part of the dividend used) when nd, place the figure in the quotient; multiply the disor by this quotient figure; place the product under 1. pat part of the dividend used; then subtract it therethan th, and bring down the next figure of the dividend to 2. Wright hand of the remainder; after which, you must and thek, multiply and subtract, till you have brought down 3.ery figure of the dividend.

together ROOF. Multiply the divisor and quotient to
Froadd the remainder if there be any to the produs.
4.
Now if work be right, the sum wil be equal to the di
towards 1

how far w

nother method which some make ue of to prne på

s follows: viz. Add the remainder and

e several quotient figures multiplied the divis

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together, according to the order in which they stand in the work; and this sum, when the work is right will be equal to the dividend.

A third method of proof by excess of nines is as follows, viz. 1. Cas. the nines out of the divisor and place the excess on the left hand.

2. Do the same with the quotient and place it on the right hand.

5. Multiply these two figures together, and add their product to the remainder, and reject the nines and place the excess at top.

4. Cast the nines out of the dividend and place the excess at bottom.

NOTE. If the sum is right the top and botton be alike.

[graphic]

Divisor, Div.Quotient.

61)28609(469

472)251104(532

9. Divide 1893312 by 912.

95)85595(901 756)863256(1172

there remains 664

10 divide 1893312 by 2076.
11. Divide 47254149 by 4674.

Ans. 2076..

Ans. 912.

Ans. 101107".

12. What is the quotient of 330098048 divided by 4207 ?

Ans. 78464.

13. What is the quotient of 761858465 divided by 8463 ?f. Ans. 90001. 14. w often does 761858465 contain 90001 ?

Ans. 8465.

15. How many times 38473 can you have in 1191846:3?

Ans. 5097313.

16 Divide 280208122081 by 912314.

121

Quotient 307140512 315°

MORE EXAMPLES FOR EXERCISE.

234063)590624922(Quotient)85973

Divisor. Dividend.

.47614)327879186(

987654)988641654(

Remainder

9132

)...0

CASE II.

When there are cyphers at the right hand of the divisor; cut off the cyphers in the divisor, and the same number of figures from the right hand of the dividend then divide the remaining ones as usual, and to the rede mainder (if any) annex those figures cut off from the divind, and you will have the true remainder.

EXAMPLES.

1. Divide 4678625 by 21400. 214(00)46756)25(218,842 true quotient by Restitution.

428.

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