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EXERCISES.

1. If 27 shillings be the wages of 4 men for 7 days, what will be the wages of 14 men for 10 days? Answer, £6. 15s.

2. If 2 acres of land will maintain 3 horses for 4 days, how long will 5 acres of the same pasture maintain 6 horses? Answer, 5 days.

3. Suppose £100 in 12 months gain £6 interest, how much will £75 gain in 9 months? Answer, £3. 7s. 6d.

4. If 12 men consume 32 pounds of bread in 18 days, how much will 24 men consume in 36 days? Answer, 128 lb.

5. How many men can complete a trench of 135 yards long in 8 days, when 16 men can dig 54 yards of the same trench in 6 days? Answer, 30 men.

6. If the carriage of 126 lbs. for 100 miles cost 6 shillings, how many pounds can I have carried 750 miles for a guinea?

Answer, 58 lbs.

7. How many bushels of Oats will be sufficient for 20 horses 24 days, if 14 horses eat 56 bushels in 16 days? Answer, 120 bushels.

8. If a footman travel 130 miles in 3 days, when the days are 12 hours long; in how many days, of 10 hours each, will he travel 360 miles? Answer, 9 days.

9. If 2 men in 3 days can earn 15 shillings, how much can 7 men earn in 4 days? Answer, £3. 10s.

10. What principal will gain £20 interest in 19 months, if £100 gain £4 interest in 12 months? Answer, £315. 15s. 91d.

11. If a barrel of beer be sufficient to last a family of 8 persons 12 days, how many barrels will be drank by 16 persons in a year?

Answer, 60 barrels.

12. If a regiment of soldiers, consisting of 939 men, consume 351 quarters of Wheat in 168 days, how many soldiers will consume 1404 quarters in 56 days? Answer, 11268 soldiers.

13. If 8 men in 14 days can mow 112 acres of grass, how many men must be employed to mow 200 acres in 10 days?

14. If 9 men cast 30 yards of ditching in 12 days, working 8 hours a-day, how many men will cast 45 yards in 18 days, working 6 hours per day?

PRACTICE

Is a Rule generally used in business, as a compendious method of performing the Rule of Three, when the first term is unity.

It is performed by taking aliquot parts of the price, and dividing those parts into the given quantity.

TABLE OF ALIQUOT PARTS.*

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1st. When the price is less than a penny.

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Take aliquot parts of a penny,-divide the quotient by 12, and by 20. This is the same as reducing farthings into pounds.

*

Aliquot means an exact part of a certain number-thus 1d. is an aliquot part of a shilling (one-eighth); but 13⁄44d. is not an aliquot part.

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2d. When the price is less than a shilling.

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Here, 3d. is the of a shilling, and 13d. is the of 3d.

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Here, 6d. is the of a shilling,-3d. is the of 6d.,-11d. is the of 3d.,-and d. is the of 1d.

NOTE. In working Pratice, always take the parts to make the full money, before dividing each line.

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This method is frequently shorter, but requires care in dividing the proper line.

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3d. When the price is a certain number of shillings

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