Questions and exercises in elementary mathematics |
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Seite 1
... furlongs 20 poles 1 yard to inches . ( 2 ) I furlong 15 poles I foot 6 inches to yards . ( 3 ) 357000 inches to miles , furlongs , poles , & c . ( 4 ) 5763 feet to miles , furlongs , poles , & c . B 6. Reduce ( 1 ) 5 acres 3 roods 35 ...
... furlongs 20 poles 1 yard to inches . ( 2 ) I furlong 15 poles I foot 6 inches to yards . ( 3 ) 357000 inches to miles , furlongs , poles , & c . ( 4 ) 5763 feet to miles , furlongs , poles , & c . B 6. Reduce ( 1 ) 5 acres 3 roods 35 ...
Seite 2
... furlongs 4 poles and 2 inches from 4 miles and 8 yards . 3. Multiply 3 tons 12 cwt . I qr . 17 lbs . by 11 . 4. What do 12 dozen chains weigh , if each contains 2 oz . 9 dwts . 3 grs . of metal ? 5. What is the price of 32 yards of ...
... furlongs 4 poles and 2 inches from 4 miles and 8 yards . 3. Multiply 3 tons 12 cwt . I qr . 17 lbs . by 11 . 4. What do 12 dozen chains weigh , if each contains 2 oz . 9 dwts . 3 grs . of metal ? 5. What is the price of 32 yards of ...
Seite 8
... furlong . ( 12 ) of a mile . ( 13 ) % of § of 31 miles . ( 14 ) 3 of 2 square yards . ( 16 ) of an acre . ( 16 ) 33 , of a bushel . 1 1 ( 17 ) of I tcn . ( 18 ) 41 % . + 111⁄2s . + 711⁄2d . ( 19 ) of 5 guineas — 3 of 11 - ( 20 ) 2 of 5 ...
... furlong . ( 12 ) of a mile . ( 13 ) % of § of 31 miles . ( 14 ) 3 of 2 square yards . ( 16 ) of an acre . ( 16 ) 33 , of a bushel . 1 1 ( 17 ) of I tcn . ( 18 ) 41 % . + 111⁄2s . + 711⁄2d . ( 19 ) of 5 guineas — 3 of 11 - ( 20 ) 2 of 5 ...
Seite 10
... furlongs 13 poles I yard 2 feet 6 inches to the fraction of a mile . ( 5 ) 2 weeks 2 days 19 hours to the fraction of a month . ( 6 ) 12s . 9d . to the fraction of 15s . 6d . ( 7 ) 8 cwt . 2 qrs . 2 lbs . to the fraction of 18 cwt . 3 ...
... furlongs 13 poles I yard 2 feet 6 inches to the fraction of a mile . ( 5 ) 2 weeks 2 days 19 hours to the fraction of a month . ( 6 ) 12s . 9d . to the fraction of 15s . 6d . ( 7 ) 8 cwt . 2 qrs . 2 lbs . to the fraction of 18 cwt . 3 ...
Seite 14
... furlongs to the decimal of a league . ( 9 ) 6 furlongs to the decimal of a league . ( 10 ) 056 of a pole to the decimal of an acre . ( 11 ) 8s . 4d . to the decimal of 17 . ( 12 ) 7s . 8d . to the decimal of 1 . ( 13 ) 17s . 6d . to the ...
... furlongs to the decimal of a league . ( 9 ) 6 furlongs to the decimal of a league . ( 10 ) 056 of a pole to the decimal of an acre . ( 11 ) 8s . 4d . to the decimal of 17 . ( 12 ) 7s . 8d . to the decimal of 1 . ( 13 ) 17s . 6d . to the ...
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Questions and Exercises in Elementary Mathematics Palaestra Oxoniensis Keine Leseprobe verfügbar - 2016 |
Questions and Exercises in Elementary Mathematics Palaestra Oxoniensis Keine Leseprobe verfügbar - 2017 |
Questions and Exercises in Elementary Mathematics Palaestra Oxoniensis Keine Leseprobe verfügbar - 2013 |
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Beliebte Passagen
Seite 169 - If two triangles have two angles of the one equal to two angles of the other, each to each, and one side equal to one side, viz.
Seite 22 - If 4 men can do a piece of work in 20 days, how long will it take 5 men to do a similar piece of work ? 2.
Seite 170 - All the interior angles of any rectilineal figure, together with four right angles, are equal to twice as many right angles as the figure has sides.
Seite 172 - If a straight line be divided into any two parts, the squares of the whole line, and of one of the parts, are equal to twice the rectangle contained by the whole and that part, together with the square of the other part. Let the straight line AB be divided into any two parts in the point C ; the squares of AB, BC are equal to twice the rectangle AB, BC, together with the square of AC.
Seite 170 - To describe a parallelogram equal to a given triangle, and having an angle equal to a given angle.
Seite 169 - Upon the same base, and on the same side of it, there cannot be two triangles that have their sides which are terminated in one extremity of' the base, equal to one another, and likewise those which are terminated in the other extremity.
Seite 92 - A laborer agreed to serve for 36 days on condition that for every day he worked he should receive $1.25, and for every day he was absent he should forfeit 50 cents.